tensflow python

{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import os\n", "import pandas as pd\n", "#csv_path = os.path.join(\"./\", \"housing.csv\")\n", "housing = pd.read_csv(\"housing.csv\")" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>-122.23</td>\n", " <td>37.88</td>\n", " <td>41.0</td>\n", " <td>880.0</td>\n", " <td>129.0</td>\n", " <td>322.0</td>\n", " <td>126.0</td>\n", " <td>8.3252</td>\n", " <td>452600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>-122.22</td>\n", " <td>37.86</td>\n", " <td>21.0</td>\n", " <td>7099.0</td>\n", " <td>1106.0</td>\n", " <td>2401.0</td>\n", " <td>1138.0</td>\n", " <td>8.3014</td>\n", " <td>358500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>-122.24</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1467.0</td>\n", " <td>190.0</td>\n", " <td>496.0</td>\n", " <td>177.0</td>\n", " <td>7.2574</td>\n", " <td>352100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1274.0</td>\n", " <td>235.0</td>\n", " <td>558.0</td>\n", " <td>219.0</td>\n", " <td>5.6431</td>\n", " <td>341300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1627.0</td>\n", " <td>280.0</td>\n", " <td>565.0</td>\n", " <td>259.0</td>\n", " <td>3.8462</td>\n", " <td>342200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>5</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>919.0</td>\n", " <td>213.0</td>\n", " <td>413.0</td>\n", " <td>193.0</td>\n", " <td>4.0368</td>\n", " <td>269700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>6</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2535.0</td>\n", " <td>489.0</td>\n", " <td>1094.0</td>\n", " <td>514.0</td>\n", " <td>3.6591</td>\n", " <td>299200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>7</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>3104.0</td>\n", " <td>687.0</td>\n", " <td>1157.0</td>\n", " <td>647.0</td>\n", " <td>3.1200</td>\n", " <td>241400.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>8</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>42.0</td>\n", " <td>2555.0</td>\n", " <td>665.0</td>\n", " <td>1206.0</td>\n", " <td>595.0</td>\n", " <td>2.0804</td>\n", " <td>226700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>9</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>3549.0</td>\n", " <td>707.0</td>\n", " <td>1551.0</td>\n", " <td>714.0</td>\n", " <td>3.6912</td>\n", " <td>261100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>10</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>2202.0</td>\n", " <td>434.0</td>\n", " <td>910.0</td>\n", " <td>402.0</td>\n", " <td>3.2031</td>\n", " <td>281500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>11</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>3503.0</td>\n", " <td>752.0</td>\n", " <td>1504.0</td>\n", " <td>734.0</td>\n", " <td>3.2705</td>\n", " <td>241800.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>12</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>2491.0</td>\n", " <td>474.0</td>\n", " <td>1098.0</td>\n", " <td>468.0</td>\n", " <td>3.0750</td>\n", " <td>213500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>13</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>696.0</td>\n", " <td>191.0</td>\n", " <td>345.0</td>\n", " <td>174.0</td>\n", " <td>2.6736</td>\n", " <td>191300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>14</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>2643.0</td>\n", " <td>626.0</td>\n", " <td>1212.0</td>\n", " <td>620.0</td>\n", " <td>1.9167</td>\n", " <td>159200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>15</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>50.0</td>\n", " <td>1120.0</td>\n", " <td>283.0</td>\n", " <td>697.0</td>\n", " <td>264.0</td>\n", " <td>2.1250</td>\n", " <td>140000.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>16</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1966.0</td>\n", " <td>347.0</td>\n", " <td>793.0</td>\n", " <td>331.0</td>\n", " <td>2.7750</td>\n", " <td>152500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>17</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1228.0</td>\n", " <td>293.0</td>\n", " <td>648.0</td>\n", " <td>303.0</td>\n", " <td>2.1202</td>\n", " <td>155500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>18</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>50.0</td>\n", " <td>2239.0</td>\n", " <td>455.0</td>\n", " <td>990.0</td>\n", " <td>419.0</td>\n", " <td>1.9911</td>\n", " <td>158700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>19</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>1503.0</td>\n", " <td>298.0</td>\n", " <td>690.0</td>\n", " <td>275.0</td>\n", " <td>2.6033</td>\n", " <td>162900.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>20</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>40.0</td>\n", " <td>751.0</td>\n", " <td>184.0</td>\n", " <td>409.0</td>\n", " <td>166.0</td>\n", " <td>1.3578</td>\n", " <td>147500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>21</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>42.0</td>\n", " <td>1639.0</td>\n", " <td>367.0</td>\n", " <td>929.0</td>\n", " <td>366.0</td>\n", " <td>1.7135</td>\n", " <td>159800.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>22</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2436.0</td>\n", " <td>541.0</td>\n", " <td>1015.0</td>\n", " <td>478.0</td>\n", " <td>1.7250</td>\n", " <td>113900.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>23</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>1688.0</td>\n", " <td>337.0</td>\n", " <td>853.0</td>\n", " <td>325.0</td>\n", " <td>2.1806</td>\n", " <td>99700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>24</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2224.0</td>\n", " <td>437.0</td>\n", " <td>1006.0</td>\n", " <td>422.0</td>\n", " <td>2.6000</td>\n", " <td>132600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>25</th>\n", " <td>-122.28</td>\n", " <td>37.85</td>\n", " <td>41.0</td>\n", " <td>535.0</td>\n", " <td>123.0</td>\n", " <td>317.0</td>\n", " <td>119.0</td>\n", " <td>2.4038</td>\n", " <td>107500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>26</th>\n", " <td>-122.28</td>\n", " <td>37.85</td>\n", " <td>49.0</td>\n", " <td>1130.0</td>\n", " <td>244.0</td>\n", " <td>607.0</td>\n", " <td>239.0</td>\n", " <td>2.4597</td>\n", " <td>93800.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>27</th>\n", " <td>-122.28</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1898.0</td>\n", " <td>421.0</td>\n", " <td>1102.0</td>\n", " <td>397.0</td>\n", " <td>1.8080</td>\n", " <td>105500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>28</th>\n", " <td>-122.28</td>\n", " <td>37.84</td>\n", " <td>50.0</td>\n", " <td>2082.0</td>\n", " <td>492.0</td>\n", " <td>1131.0</td>\n", " <td>473.0</td>\n", " <td>1.6424</td>\n", " <td>108900.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>29</th>\n", " <td>-122.28</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>729.0</td>\n", " <td>160.0</td>\n", " <td>395.0</td>\n", " <td>155.0</td>\n", " <td>1.6875</td>\n", " <td>132000.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>...</th>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " </tr>\n", " <tr>\n", " <th>20610</th>\n", " <td>-121.56</td>\n", " <td>39.10</td>\n", " <td>28.0</td>\n", " <td>2130.0</td>\n", " <td>484.0</td>\n", " <td>1195.0</td>\n", " <td>439.0</td>\n", " <td>1.3631</td>\n", " <td>45500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20611</th>\n", " <td>-121.55</td>\n", " <td>39.10</td>\n", " <td>27.0</td>\n", " <td>1783.0</td>\n", " <td>441.0</td>\n", " <td>1163.0</td>\n", " <td>409.0</td>\n", " <td>1.2857</td>\n", " <td>47000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20612</th>\n", " <td>-121.56</td>\n", " <td>39.08</td>\n", " <td>26.0</td>\n", " <td>1377.0</td>\n", " <td>289.0</td>\n", " <td>761.0</td>\n", " <td>267.0</td>\n", " <td>1.4934</td>\n", " <td>48300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20613</th>\n", " <td>-121.55</td>\n", " <td>39.09</td>\n", " <td>31.0</td>\n", " <td>1728.0</td>\n", " <td>365.0</td>\n", " <td>1167.0</td>\n", " <td>384.0</td>\n", " <td>1.4958</td>\n", " <td>53400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20614</th>\n", " <td>-121.54</td>\n", " <td>39.08</td>\n", " <td>26.0</td>\n", " <td>2276.0</td>\n", " <td>460.0</td>\n", " <td>1455.0</td>\n", " <td>474.0</td>\n", " <td>2.4695</td>\n", " <td>58000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20615</th>\n", " <td>-121.54</td>\n", " <td>39.08</td>\n", " <td>23.0</td>\n", " <td>1076.0</td>\n", " <td>216.0</td>\n", " <td>724.0</td>\n", " <td>197.0</td>\n", " <td>2.3598</td>\n", " <td>57500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20616</th>\n", " <td>-121.53</td>\n", " <td>39.08</td>\n", " <td>15.0</td>\n", " <td>1810.0</td>\n", " <td>441.0</td>\n", " <td>1157.0</td>\n", " <td>375.0</td>\n", " <td>2.0469</td>\n", " <td>55100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20617</th>\n", " <td>-121.53</td>\n", " <td>39.06</td>\n", " <td>20.0</td>\n", " <td>561.0</td>\n", " <td>109.0</td>\n", " <td>308.0</td>\n", " <td>114.0</td>\n", " <td>3.3021</td>\n", " <td>70800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20618</th>\n", " <td>-121.55</td>\n", " <td>39.06</td>\n", " <td>25.0</td>\n", " <td>1332.0</td>\n", " <td>247.0</td>\n", " <td>726.0</td>\n", " <td>226.0</td>\n", " <td>2.2500</td>\n", " <td>63400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20619</th>\n", " <td>-121.56</td>\n", " <td>39.01</td>\n", " <td>22.0</td>\n", " <td>1891.0</td>\n", " <td>340.0</td>\n", " <td>1023.0</td>\n", " <td>296.0</td>\n", " <td>2.7303</td>\n", " <td>99100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20620</th>\n", " <td>-121.48</td>\n", " <td>39.05</td>\n", " <td>40.0</td>\n", " <td>198.0</td>\n", " <td>41.0</td>\n", " <td>151.0</td>\n", " <td>48.0</td>\n", " <td>4.5625</td>\n", " <td>100000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20621</th>\n", " <td>-121.47</td>\n", " <td>39.01</td>\n", " <td>37.0</td>\n", " <td>1244.0</td>\n", " <td>247.0</td>\n", " <td>484.0</td>\n", " <td>157.0</td>\n", " <td>2.3661</td>\n", " <td>77500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20622</th>\n", " <td>-121.44</td>\n", " <td>39.00</td>\n", " <td>20.0</td>\n", " <td>755.0</td>\n", " <td>147.0</td>\n", " <td>457.0</td>\n", " <td>157.0</td>\n", " <td>2.4167</td>\n", " <td>67000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20623</th>\n", " <td>-121.37</td>\n", " <td>39.03</td>\n", " <td>32.0</td>\n", " <td>1158.0</td>\n", " <td>244.0</td>\n", " <td>598.0</td>\n", " <td>227.0</td>\n", " <td>2.8235</td>\n", " <td>65500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20624</th>\n", " <td>-121.41</td>\n", " <td>39.04</td>\n", " <td>16.0</td>\n", " <td>1698.0</td>\n", " <td>300.0</td>\n", " <td>731.0</td>\n", " <td>291.0</td>\n", " <td>3.0739</td>\n", " <td>87200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20625</th>\n", " <td>-121.52</td>\n", " <td>39.12</td>\n", " <td>37.0</td>\n", " <td>102.0</td>\n", " <td>17.0</td>\n", " <td>29.0</td>\n", " <td>14.0</td>\n", " <td>4.1250</td>\n", " <td>72000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20626</th>\n", " <td>-121.43</td>\n", " <td>39.18</td>\n", " <td>36.0</td>\n", " <td>1124.0</td>\n", " <td>184.0</td>\n", " <td>504.0</td>\n", " <td>171.0</td>\n", " <td>2.1667</td>\n", " <td>93800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20627</th>\n", " <td>-121.32</td>\n", " <td>39.13</td>\n", " <td>5.0</td>\n", " <td>358.0</td>\n", " <td>65.0</td>\n", " <td>169.0</td>\n", " <td>59.0</td>\n", " <td>3.0000</td>\n", " <td>162500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20628</th>\n", " <td>-121.48</td>\n", " <td>39.10</td>\n", " <td>19.0</td>\n", " <td>2043.0</td>\n", " <td>421.0</td>\n", " <td>1018.0</td>\n", " <td>390.0</td>\n", " <td>2.5952</td>\n", " <td>92400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20629</th>\n", " <td>-121.39</td>\n", " <td>39.12</td>\n", " <td>28.0</td>\n", " <td>10035.0</td>\n", " <td>1856.0</td>\n", " <td>6912.0</td>\n", " <td>1818.0</td>\n", " <td>2.0943</td>\n", " <td>108300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20630</th>\n", " <td>-121.32</td>\n", " <td>39.29</td>\n", " <td>11.0</td>\n", " <td>2640.0</td>\n", " <td>505.0</td>\n", " <td>1257.0</td>\n", " <td>445.0</td>\n", " <td>3.5673</td>\n", " <td>112000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20631</th>\n", " <td>-121.40</td>\n", " <td>39.33</td>\n", " <td>15.0</td>\n", " <td>2655.0</td>\n", " <td>493.0</td>\n", " <td>1200.0</td>\n", " <td>432.0</td>\n", " <td>3.5179</td>\n", " <td>107200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20632</th>\n", " <td>-121.45</td>\n", " <td>39.26</td>\n", " <td>15.0</td>\n", " <td>2319.0</td>\n", " <td>416.0</td>\n", " <td>1047.0</td>\n", " <td>385.0</td>\n", " <td>3.1250</td>\n", " <td>115600.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20633</th>\n", " <td>-121.53</td>\n", " <td>39.19</td>\n", " <td>27.0</td>\n", " <td>2080.0</td>\n", " <td>412.0</td>\n", " <td>1082.0</td>\n", " <td>382.0</td>\n", " <td>2.5495</td>\n", " <td>98300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20634</th>\n", " <td>-121.56</td>\n", " <td>39.27</td>\n", " <td>28.0</td>\n", " <td>2332.0</td>\n", " <td>395.0</td>\n", " <td>1041.0</td>\n", " <td>344.0</td>\n", " <td>3.7125</td>\n", " <td>116800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20635</th>\n", " <td>-121.09</td>\n", " <td>39.48</td>\n", " <td>25.0</td>\n", " <td>1665.0</td>\n", " <td>374.0</td>\n", " <td>845.0</td>\n", " <td>330.0</td>\n", " <td>1.5603</td>\n", " <td>78100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20636</th>\n", " <td>-121.21</td>\n", " <td>39.49</td>\n", " <td>18.0</td>\n", " <td>697.0</td>\n", " <td>150.0</td>\n", " <td>356.0</td>\n", " <td>114.0</td>\n", " <td>2.5568</td>\n", " <td>77100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20637</th>\n", " <td>-121.22</td>\n", " <td>39.43</td>\n", " <td>17.0</td>\n", " <td>2254.0</td>\n", " <td>485.0</td>\n", " <td>1007.0</td>\n", " <td>433.0</td>\n", " <td>1.7000</td>\n", " <td>92300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20638</th>\n", " <td>-121.32</td>\n", " <td>39.43</td>\n", " <td>18.0</td>\n", " <td>1860.0</td>\n", " <td>409.0</td>\n", " <td>741.0</td>\n", " <td>349.0</td>\n", " <td>1.8672</td>\n", " <td>84700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20639</th>\n", " <td>-121.24</td>\n", " <td>39.37</td>\n", " <td>16.0</td>\n", " <td>2785.0</td>\n", " <td>616.0</td>\n", " <td>1387.0</td>\n", " <td>530.0</td>\n", " <td>2.3886</td>\n", " <td>89400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "<p>20640 rows � 10 columns</p>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "0 -122.23 37.88 41.0 880.0 129.0 \n", "1 -122.22 37.86 21.0 7099.0 1106.0 \n", "2 -122.24 37.85 52.0 1467.0 190.0 \n", "3 -122.25 37.85 52.0 1274.0 235.0 \n", "4 -122.25 37.85 52.0 1627.0 280.0 \n", "5 -122.25 37.85 52.0 919.0 213.0 \n", "6 -122.25 37.84 52.0 2535.0 489.0 \n", "7 -122.25 37.84 52.0 3104.0 687.0 \n", "8 -122.26 37.84 42.0 2555.0 665.0 \n", "9 -122.25 37.84 52.0 3549.0 707.0 \n", "10 -122.26 37.85 52.0 2202.0 434.0 \n", "11 -122.26 37.85 52.0 3503.0 752.0 \n", "12 -122.26 37.85 52.0 2491.0 474.0 \n", "13 -122.26 37.84 52.0 696.0 191.0 \n", "14 -122.26 37.85 52.0 2643.0 626.0 \n", "15 -122.26 37.85 50.0 1120.0 283.0 \n", "16 -122.27 37.85 52.0 1966.0 347.0 \n", "17 -122.27 37.85 52.0 1228.0 293.0 \n", "18 -122.26 37.84 50.0 2239.0 455.0 \n", "19 -122.27 37.84 52.0 1503.0 298.0 \n", "20 -122.27 37.85 40.0 751.0 184.0 \n", "21 -122.27 37.85 42.0 1639.0 367.0 \n", "22 -122.27 37.84 52.0 2436.0 541.0 \n", "23 -122.27 37.84 52.0 1688.0 337.0 \n", "24 -122.27 37.84 52.0 2224.0 437.0 \n", "25 -122.28 37.85 41.0 535.0 123.0 \n", "26 -122.28 37.85 49.0 1130.0 244.0 \n", "27 -122.28 37.85 52.0 1898.0 421.0 \n", "28 -122.28 37.84 50.0 2082.0 492.0 \n", "29 -122.28 37.84 52.0 729.0 160.0 \n", "... ... ... ... ... ... \n", "20610 -121.56 39.10 28.0 2130.0 484.0 \n", "20611 -121.55 39.10 27.0 1783.0 441.0 \n", "20612 -121.56 39.08 26.0 1377.0 289.0 \n", "20613 -121.55 39.09 31.0 1728.0 365.0 \n", "20614 -121.54 39.08 26.0 2276.0 460.0 \n", "20615 -121.54 39.08 23.0 1076.0 216.0 \n", "20616 -121.53 39.08 15.0 1810.0 441.0 \n", "20617 -121.53 39.06 20.0 561.0 109.0 \n", "20618 -121.55 39.06 25.0 1332.0 247.0 \n", "20619 -121.56 39.01 22.0 1891.0 340.0 \n", "20620 -121.48 39.05 40.0 198.0 41.0 \n", "20621 -121.47 39.01 37.0 1244.0 247.0 \n", "20622 -121.44 39.00 20.0 755.0 147.0 \n", "20623 -121.37 39.03 32.0 1158.0 244.0 \n", "20624 -121.41 39.04 16.0 1698.0 300.0 \n", "20625 -121.52 39.12 37.0 102.0 17.0 \n", "20626 -121.43 39.18 36.0 1124.0 184.0 \n", "20627 -121.32 39.13 5.0 358.0 65.0 \n", "20628 -121.48 39.10 19.0 2043.0 421.0 \n", "20629 -121.39 39.12 28.0 10035.0 1856.0 \n", "20630 -121.32 39.29 11.0 2640.0 505.0 \n", "20631 -121.40 39.33 15.0 2655.0 493.0 \n", "20632 -121.45 39.26 15.0 2319.0 416.0 \n", "20633 -121.53 39.19 27.0 2080.0 412.0 \n", "20634 -121.56 39.27 28.0 2332.0 395.0 \n", "20635 -121.09 39.48 25.0 1665.0 374.0 \n", "20636 -121.21 39.49 18.0 697.0 150.0 \n", "20637 -121.22 39.43 17.0 2254.0 485.0 \n", "20638 -121.32 39.43 18.0 1860.0 409.0 \n", "20639 -121.24 39.37 16.0 2785.0 616.0 \n", "\n", " population households median_income median_house_value \\\n", "0 322.0 126.0 8.3252 452600.0 \n", "1 2401.0 1138.0 8.3014 358500.0 \n", "2 496.0 177.0 7.2574 352100.0 \n", "3 558.0 219.0 5.6431 341300.0 \n", "4 565.0 259.0 3.8462 342200.0 \n", "5 413.0 193.0 4.0368 269700.0 \n", "6 1094.0 514.0 3.6591 299200.0 \n", "7 1157.0 647.0 3.1200 241400.0 \n", "8 1206.0 595.0 2.0804 226700.0 \n", "9 1551.0 714.0 3.6912 261100.0 \n", "10 910.0 402.0 3.2031 281500.0 \n", "11 1504.0 734.0 3.2705 241800.0 \n", "12 1098.0 468.0 3.0750 213500.0 \n", "13 345.0 174.0 2.6736 191300.0 \n", "14 1212.0 620.0 1.9167 159200.0 \n", "15 697.0 264.0 2.1250 140000.0 \n", "16 793.0 331.0 2.7750 152500.0 \n", "17 648.0 303.0 2.1202 155500.0 \n", "18 990.0 419.0 1.9911 158700.0 \n", "19 690.0 275.0 2.6033 162900.0 \n", "20 409.0 166.0 1.3578 147500.0 \n", "21 929.0 366.0 1.7135 159800.0 \n", "22 1015.0 478.0 1.7250 113900.0 \n", "23 853.0 325.0 2.1806 99700.0 \n", "24 1006.0 422.0 2.6000 132600.0 \n", "25 317.0 119.0 2.4038 107500.0 \n", "26 607.0 239.0 2.4597 93800.0 \n", "27 1102.0 397.0 1.8080 105500.0 \n", "28 1131.0 473.0 1.6424 108900.0 \n", "29 395.0 155.0 1.6875 132000.0 \n", "... ... ... ... ... \n", "20610 1195.0 439.0 1.3631 45500.0 \n", "20611 1163.0 409.0 1.2857 47000.0 \n", "20612 761.0 267.0 1.4934 48300.0 \n", "20613 1167.0 384.0 1.4958 53400.0 \n", "20614 1455.0 474.0 2.4695 58000.0 \n", "20615 724.0 197.0 2.3598 57500.0 \n", "20616 1157.0 375.0 2.0469 55100.0 \n", "20617 308.0 114.0 3.3021 70800.0 \n", "20618 726.0 226.0 2.2500 63400.0 \n", "20619 1023.0 296.0 2.7303 99100.0 \n", "20620 151.0 48.0 4.5625 100000.0 \n", "20621 484.0 157.0 2.3661 77500.0 \n", "20622 457.0 157.0 2.4167 67000.0 \n", "20623 598.0 227.0 2.8235 65500.0 \n", "20624 731.0 291.0 3.0739 87200.0 \n", "20625 29.0 14.0 4.1250 72000.0 \n", "20626 504.0 171.0 2.1667 93800.0 \n", "20627 169.0 59.0 3.0000 162500.0 \n", "20628 1018.0 390.0 2.5952 92400.0 \n", "20629 6912.0 1818.0 2.0943 108300.0 \n", "20630 1257.0 445.0 3.5673 112000.0 \n", "20631 1200.0 432.0 3.5179 107200.0 \n", "20632 1047.0 385.0 3.1250 115600.0 \n", "20633 1082.0 382.0 2.5495 98300.0 \n", "20634 1041.0 344.0 3.7125 116800.0 \n", "20635 845.0 330.0 1.5603 78100.0 \n", "20636 356.0 114.0 2.5568 77100.0 \n", "20637 1007.0 433.0 1.7000 92300.0 \n", "20638 741.0 349.0 1.8672 84700.0 \n", "20639 1387.0 530.0 2.3886 89400.0 \n", "\n", " ocean_proximity \n", "0 NEAR BAY \n", "1 NEAR BAY \n", "2 NEAR BAY \n", "3 NEAR BAY \n", "4 NEAR BAY \n", "5 NEAR BAY \n", "6 NEAR BAY \n", "7 NEAR BAY \n", "8 NEAR BAY \n", "9 NEAR BAY \n", "10 NEAR BAY \n", "11 NEAR BAY \n", "12 NEAR BAY \n", "13 NEAR BAY \n", "14 NEAR BAY \n", "15 NEAR BAY \n", "16 NEAR BAY \n", "17 NEAR BAY \n", "18 NEAR BAY \n", "19 NEAR BAY \n", "20 NEAR BAY \n", "21 NEAR BAY \n", "22 NEAR BAY \n", "23 NEAR BAY \n", "24 NEAR BAY \n", "25 NEAR BAY \n", "26 NEAR BAY \n", "27 NEAR BAY \n", "28 NEAR BAY \n", "29 NEAR BAY \n", "... ... \n", "20610 INLAND \n", "20611 INLAND \n", "20612 INLAND \n", "20613 INLAND \n", "20614 INLAND \n", "20615 INLAND \n", "20616 INLAND \n", "20617 INLAND \n", "20618 INLAND \n", "20619 INLAND \n", "20620 INLAND \n", "20621 INLAND \n", "20622 INLAND \n", "20623 INLAND \n", "20624 INLAND \n", "20625 INLAND \n", "20626 INLAND \n", "20627 INLAND \n", "20628 INLAND \n", "20629 INLAND \n", "20630 INLAND \n", "20631 INLAND \n", "20632 INLAND \n", "20633 INLAND \n", "20634 INLAND \n", "20635 INLAND \n", "20636 INLAND \n", "20637 INLAND \n", "20638 INLAND \n", "20639 INLAND \n", "\n", "[20640 rows x 10 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>-122.23</td>\n", " <td>37.88</td>\n", " <td>41.0</td>\n", " <td>880.0</td>\n", " <td>129.0</td>\n", " <td>322.0</td>\n", " <td>126.0</td>\n", " <td>8.3252</td>\n", " <td>452600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>-122.22</td>\n", " <td>37.86</td>\n", " <td>21.0</td>\n", " <td>7099.0</td>\n", " <td>1106.0</td>\n", " <td>2401.0</td>\n", " <td>1138.0</td>\n", " <td>8.3014</td>\n", " <td>358500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>-122.24</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1467.0</td>\n", " <td>190.0</td>\n", " <td>496.0</td>\n", " <td>177.0</td>\n", " <td>7.2574</td>\n", " <td>352100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1274.0</td>\n", " <td>235.0</td>\n", " <td>558.0</td>\n", " <td>219.0</td>\n", " <td>5.6431</td>\n", " <td>341300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1627.0</td>\n", " <td>280.0</td>\n", " <td>565.0</td>\n", " <td>259.0</td>\n", " <td>3.8462</td>\n", " <td>342200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "0 -122.23 37.88 41.0 880.0 129.0 \n", "1 -122.22 37.86 21.0 7099.0 1106.0 \n", "2 -122.24 37.85 52.0 1467.0 190.0 \n", "3 -122.25 37.85 52.0 1274.0 235.0 \n", "4 -122.25 37.85 52.0 1627.0 280.0 \n", "\n", " population households median_income median_house_value ocean_proximity \n", "0 322.0 126.0 8.3252 452600.0 NEAR BAY \n", "1 2401.0 1138.0 8.3014 358500.0 NEAR BAY \n", "2 496.0 177.0 7.2574 352100.0 NEAR BAY \n", "3 558.0 219.0 5.6431 341300.0 NEAR BAY \n", "4 565.0 259.0 3.8462 342200.0 NEAR BAY " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing.head()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>-122.23</td>\n", " <td>37.88</td>\n", " <td>41.0</td>\n", " <td>880.0</td>\n", " <td>129.0</td>\n", " <td>322.0</td>\n", " <td>126.0</td>\n", " <td>8.3252</td>\n", " <td>452600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>-122.22</td>\n", " <td>37.86</td>\n", " <td>21.0</td>\n", " <td>7099.0</td>\n", " <td>1106.0</td>\n", " <td>2401.0</td>\n", " <td>1138.0</td>\n", " <td>8.3014</td>\n", " <td>358500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>-122.24</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1467.0</td>\n", " <td>190.0</td>\n", " <td>496.0</td>\n", " <td>177.0</td>\n", " <td>7.2574</td>\n", " <td>352100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1274.0</td>\n", " <td>235.0</td>\n", " <td>558.0</td>\n", " <td>219.0</td>\n", " <td>5.6431</td>\n", " <td>341300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1627.0</td>\n", " <td>280.0</td>\n", " <td>565.0</td>\n", " <td>259.0</td>\n", " <td>3.8462</td>\n", " <td>342200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>5</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>919.0</td>\n", " <td>213.0</td>\n", " <td>413.0</td>\n", " <td>193.0</td>\n", " <td>4.0368</td>\n", " <td>269700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>6</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2535.0</td>\n", " <td>489.0</td>\n", " <td>1094.0</td>\n", " <td>514.0</td>\n", " <td>3.6591</td>\n", " <td>299200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>7</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>3104.0</td>\n", " <td>687.0</td>\n", " <td>1157.0</td>\n", " <td>647.0</td>\n", " <td>3.1200</td>\n", " <td>241400.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>8</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>42.0</td>\n", " <td>2555.0</td>\n", " <td>665.0</td>\n", " <td>1206.0</td>\n", " <td>595.0</td>\n", " <td>2.0804</td>\n", " <td>226700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>9</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>3549.0</td>\n", " <td>707.0</td>\n", " <td>1551.0</td>\n", " <td>714.0</td>\n", " <td>3.6912</td>\n", " <td>261100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "0 -122.23 37.88 41.0 880.0 129.0 \n", "1 -122.22 37.86 21.0 7099.0 1106.0 \n", "2 -122.24 37.85 52.0 1467.0 190.0 \n", "3 -122.25 37.85 52.0 1274.0 235.0 \n", "4 -122.25 37.85 52.0 1627.0 280.0 \n", "5 -122.25 37.85 52.0 919.0 213.0 \n", "6 -122.25 37.84 52.0 2535.0 489.0 \n", "7 -122.25 37.84 52.0 3104.0 687.0 \n", "8 -122.26 37.84 42.0 2555.0 665.0 \n", "9 -122.25 37.84 52.0 3549.0 707.0 \n", "\n", " population households median_income median_house_value ocean_proximity \n", "0 322.0 126.0 8.3252 452600.0 NEAR BAY \n", "1 2401.0 1138.0 8.3014 358500.0 NEAR BAY \n", "2 496.0 177.0 7.2574 352100.0 NEAR BAY \n", "3 558.0 219.0 5.6431 341300.0 NEAR BAY \n", "4 565.0 259.0 3.8462 342200.0 NEAR BAY \n", "5 413.0 193.0 4.0368 269700.0 NEAR BAY \n", "6 1094.0 514.0 3.6591 299200.0 NEAR BAY \n", "7 1157.0 647.0 3.1200 241400.0 NEAR BAY \n", "8 1206.0 595.0 2.0804 226700.0 NEAR BAY \n", "9 1551.0 714.0 3.6912 261100.0 NEAR BAY " ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing.head(10)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "42.0" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing[\"housing_median_age\"][8]" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "longitude -122.26\n", "latitude 37.84\n", "housing_median_age 42\n", "total_rooms 2555\n", "total_bedrooms 665\n", "population 1206\n", "households 595\n", "median_income 2.0804\n", "median_house_value 226700\n", "ocean_proximity NEAR BAY\n", "Name: 8, dtype: object" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing.loc[8]" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>-122.23</td>\n", " <td>37.88</td>\n", " <td>41.0</td>\n", " <td>880.0</td>\n", " <td>129.0</td>\n", " <td>322.0</td>\n", " <td>126.0</td>\n", " <td>8.3252</td>\n", " <td>452600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>-122.22</td>\n", " <td>37.86</td>\n", " <td>21.0</td>\n", " <td>7099.0</td>\n", " <td>1106.0</td>\n", " <td>2401.0</td>\n", " <td>1138.0</td>\n", " <td>8.3014</td>\n", " <td>358500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>-122.24</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1467.0</td>\n", " <td>190.0</td>\n", " <td>496.0</td>\n", " <td>177.0</td>\n", " <td>7.2574</td>\n", " <td>352100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1274.0</td>\n", " <td>235.0</td>\n", " <td>558.0</td>\n", " <td>219.0</td>\n", " <td>5.6431</td>\n", " <td>341300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1627.0</td>\n", " <td>280.0</td>\n", " <td>565.0</td>\n", " <td>259.0</td>\n", " <td>3.8462</td>\n", " <td>342200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>5</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>919.0</td>\n", " <td>213.0</td>\n", " <td>413.0</td>\n", " <td>193.0</td>\n", " <td>4.0368</td>\n", " <td>269700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>6</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2535.0</td>\n", " <td>489.0</td>\n", " <td>1094.0</td>\n", " <td>514.0</td>\n", " <td>3.6591</td>\n", " <td>299200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>7</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>3104.0</td>\n", " <td>687.0</td>\n", " <td>1157.0</td>\n", " <td>647.0</td>\n", " <td>3.1200</td>\n", " <td>241400.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>8</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>42.0</td>\n", " <td>2555.0</td>\n", " <td>665.0</td>\n", " <td>1206.0</td>\n", " <td>595.0</td>\n", " <td>2.0804</td>\n", " <td>226700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>9</th>\n", " <td>-122.25</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>3549.0</td>\n", " <td>707.0</td>\n", " <td>1551.0</td>\n", " <td>714.0</td>\n", " <td>3.6912</td>\n", " <td>261100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>10</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>2202.0</td>\n", " <td>434.0</td>\n", " <td>910.0</td>\n", " <td>402.0</td>\n", " <td>3.2031</td>\n", " <td>281500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>11</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>3503.0</td>\n", " <td>752.0</td>\n", " <td>1504.0</td>\n", " <td>734.0</td>\n", " <td>3.2705</td>\n", " <td>241800.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>12</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>2491.0</td>\n", " <td>474.0</td>\n", " <td>1098.0</td>\n", " <td>468.0</td>\n", " <td>3.0750</td>\n", " <td>213500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>13</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>696.0</td>\n", " <td>191.0</td>\n", " <td>345.0</td>\n", " <td>174.0</td>\n", " <td>2.6736</td>\n", " <td>191300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>14</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>2643.0</td>\n", " <td>626.0</td>\n", " <td>1212.0</td>\n", " <td>620.0</td>\n", " <td>1.9167</td>\n", " <td>159200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>15</th>\n", " <td>-122.26</td>\n", " <td>37.85</td>\n", " <td>50.0</td>\n", " <td>1120.0</td>\n", " <td>283.0</td>\n", " <td>697.0</td>\n", " <td>264.0</td>\n", " <td>2.1250</td>\n", " <td>140000.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>16</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1966.0</td>\n", " <td>347.0</td>\n", " <td>793.0</td>\n", " <td>331.0</td>\n", " <td>2.7750</td>\n", " <td>152500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>17</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1228.0</td>\n", " <td>293.0</td>\n", " <td>648.0</td>\n", " <td>303.0</td>\n", " <td>2.1202</td>\n", " <td>155500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>18</th>\n", " <td>-122.26</td>\n", " <td>37.84</td>\n", " <td>50.0</td>\n", " <td>2239.0</td>\n", " <td>455.0</td>\n", " <td>990.0</td>\n", " <td>419.0</td>\n", " <td>1.9911</td>\n", " <td>158700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>19</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>1503.0</td>\n", " <td>298.0</td>\n", " <td>690.0</td>\n", " <td>275.0</td>\n", " <td>2.6033</td>\n", " <td>162900.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>20</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>40.0</td>\n", " <td>751.0</td>\n", " <td>184.0</td>\n", " <td>409.0</td>\n", " <td>166.0</td>\n", " <td>1.3578</td>\n", " <td>147500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>21</th>\n", " <td>-122.27</td>\n", " <td>37.85</td>\n", " <td>42.0</td>\n", " <td>1639.0</td>\n", " <td>367.0</td>\n", " <td>929.0</td>\n", " <td>366.0</td>\n", " <td>1.7135</td>\n", " <td>159800.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>22</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2436.0</td>\n", " <td>541.0</td>\n", " <td>1015.0</td>\n", " <td>478.0</td>\n", " <td>1.7250</td>\n", " <td>113900.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>23</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>1688.0</td>\n", " <td>337.0</td>\n", " <td>853.0</td>\n", " <td>325.0</td>\n", " <td>2.1806</td>\n", " <td>99700.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>24</th>\n", " <td>-122.27</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>2224.0</td>\n", " <td>437.0</td>\n", " <td>1006.0</td>\n", " <td>422.0</td>\n", " <td>2.6000</td>\n", " <td>132600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>25</th>\n", " <td>-122.28</td>\n", " <td>37.85</td>\n", " <td>41.0</td>\n", " <td>535.0</td>\n", " <td>123.0</td>\n", " <td>317.0</td>\n", " <td>119.0</td>\n", " <td>2.4038</td>\n", " <td>107500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>26</th>\n", " <td>-122.28</td>\n", " <td>37.85</td>\n", " <td>49.0</td>\n", " <td>1130.0</td>\n", " <td>244.0</td>\n", " <td>607.0</td>\n", " <td>239.0</td>\n", " <td>2.4597</td>\n", " <td>93800.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>27</th>\n", " <td>-122.28</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1898.0</td>\n", " <td>421.0</td>\n", " <td>1102.0</td>\n", " <td>397.0</td>\n", " <td>1.8080</td>\n", " <td>105500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>28</th>\n", " <td>-122.28</td>\n", " <td>37.84</td>\n", " <td>50.0</td>\n", " <td>2082.0</td>\n", " <td>492.0</td>\n", " <td>1131.0</td>\n", " <td>473.0</td>\n", " <td>1.6424</td>\n", " <td>108900.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>29</th>\n", " <td>-122.28</td>\n", " <td>37.84</td>\n", " <td>52.0</td>\n", " <td>729.0</td>\n", " <td>160.0</td>\n", " <td>395.0</td>\n", " <td>155.0</td>\n", " <td>1.6875</td>\n", " <td>132000.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>...</th>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " </tr>\n", " <tr>\n", " <th>20610</th>\n", " <td>-121.56</td>\n", " <td>39.10</td>\n", " <td>28.0</td>\n", " <td>2130.0</td>\n", " <td>484.0</td>\n", " <td>1195.0</td>\n", " <td>439.0</td>\n", " <td>1.3631</td>\n", " <td>45500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20611</th>\n", " <td>-121.55</td>\n", " <td>39.10</td>\n", " <td>27.0</td>\n", " <td>1783.0</td>\n", " <td>441.0</td>\n", " <td>1163.0</td>\n", " <td>409.0</td>\n", " <td>1.2857</td>\n", " <td>47000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20612</th>\n", " <td>-121.56</td>\n", " <td>39.08</td>\n", " <td>26.0</td>\n", " <td>1377.0</td>\n", " <td>289.0</td>\n", " <td>761.0</td>\n", " <td>267.0</td>\n", " <td>1.4934</td>\n", " <td>48300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20613</th>\n", " <td>-121.55</td>\n", " <td>39.09</td>\n", " <td>31.0</td>\n", " <td>1728.0</td>\n", " <td>365.0</td>\n", " <td>1167.0</td>\n", " <td>384.0</td>\n", " <td>1.4958</td>\n", " <td>53400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20614</th>\n", " <td>-121.54</td>\n", " <td>39.08</td>\n", " <td>26.0</td>\n", " <td>2276.0</td>\n", " <td>460.0</td>\n", " <td>1455.0</td>\n", " <td>474.0</td>\n", " <td>2.4695</td>\n", " <td>58000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20615</th>\n", " <td>-121.54</td>\n", " <td>39.08</td>\n", " <td>23.0</td>\n", " <td>1076.0</td>\n", " <td>216.0</td>\n", " <td>724.0</td>\n", " <td>197.0</td>\n", " <td>2.3598</td>\n", " <td>57500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20616</th>\n", " <td>-121.53</td>\n", " <td>39.08</td>\n", " <td>15.0</td>\n", " <td>1810.0</td>\n", " <td>441.0</td>\n", " <td>1157.0</td>\n", " <td>375.0</td>\n", " <td>2.0469</td>\n", " <td>55100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20617</th>\n", " <td>-121.53</td>\n", " <td>39.06</td>\n", " <td>20.0</td>\n", " <td>561.0</td>\n", " <td>109.0</td>\n", " <td>308.0</td>\n", " <td>114.0</td>\n", " <td>3.3021</td>\n", " <td>70800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20618</th>\n", " <td>-121.55</td>\n", " <td>39.06</td>\n", " <td>25.0</td>\n", " <td>1332.0</td>\n", " <td>247.0</td>\n", " <td>726.0</td>\n", " <td>226.0</td>\n", " <td>2.2500</td>\n", " <td>63400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20619</th>\n", " <td>-121.56</td>\n", " <td>39.01</td>\n", " <td>22.0</td>\n", " <td>1891.0</td>\n", " <td>340.0</td>\n", " <td>1023.0</td>\n", " <td>296.0</td>\n", " <td>2.7303</td>\n", " <td>99100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20620</th>\n", " <td>-121.48</td>\n", " <td>39.05</td>\n", " <td>40.0</td>\n", " <td>198.0</td>\n", " <td>41.0</td>\n", " <td>151.0</td>\n", " <td>48.0</td>\n", " <td>4.5625</td>\n", " <td>100000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20621</th>\n", " <td>-121.47</td>\n", " <td>39.01</td>\n", " <td>37.0</td>\n", " <td>1244.0</td>\n", " <td>247.0</td>\n", " <td>484.0</td>\n", " <td>157.0</td>\n", " <td>2.3661</td>\n", " <td>77500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20622</th>\n", " <td>-121.44</td>\n", " <td>39.00</td>\n", " <td>20.0</td>\n", " <td>755.0</td>\n", " <td>147.0</td>\n", " <td>457.0</td>\n", " <td>157.0</td>\n", " <td>2.4167</td>\n", " <td>67000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20623</th>\n", " <td>-121.37</td>\n", " <td>39.03</td>\n", " <td>32.0</td>\n", " <td>1158.0</td>\n", " <td>244.0</td>\n", " <td>598.0</td>\n", " <td>227.0</td>\n", " <td>2.8235</td>\n", " <td>65500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20624</th>\n", " <td>-121.41</td>\n", " <td>39.04</td>\n", " <td>16.0</td>\n", " <td>1698.0</td>\n", " <td>300.0</td>\n", " <td>731.0</td>\n", " <td>291.0</td>\n", " <td>3.0739</td>\n", " <td>87200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20625</th>\n", " <td>-121.52</td>\n", " <td>39.12</td>\n", " <td>37.0</td>\n", " <td>102.0</td>\n", " <td>17.0</td>\n", " <td>29.0</td>\n", " <td>14.0</td>\n", " <td>4.1250</td>\n", " <td>72000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20626</th>\n", " <td>-121.43</td>\n", " <td>39.18</td>\n", " <td>36.0</td>\n", " <td>1124.0</td>\n", " <td>184.0</td>\n", " <td>504.0</td>\n", " <td>171.0</td>\n", " <td>2.1667</td>\n", " <td>93800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20627</th>\n", " <td>-121.32</td>\n", " <td>39.13</td>\n", " <td>5.0</td>\n", " <td>358.0</td>\n", " <td>65.0</td>\n", " <td>169.0</td>\n", " <td>59.0</td>\n", " <td>3.0000</td>\n", " <td>162500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20628</th>\n", " <td>-121.48</td>\n", " <td>39.10</td>\n", " <td>19.0</td>\n", " <td>2043.0</td>\n", " <td>421.0</td>\n", " <td>1018.0</td>\n", " <td>390.0</td>\n", " <td>2.5952</td>\n", " <td>92400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20629</th>\n", " <td>-121.39</td>\n", " <td>39.12</td>\n", " <td>28.0</td>\n", " <td>10035.0</td>\n", " <td>1856.0</td>\n", " <td>6912.0</td>\n", " <td>1818.0</td>\n", " <td>2.0943</td>\n", " <td>108300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20630</th>\n", " <td>-121.32</td>\n", " <td>39.29</td>\n", " <td>11.0</td>\n", " <td>2640.0</td>\n", " <td>505.0</td>\n", " <td>1257.0</td>\n", " <td>445.0</td>\n", " <td>3.5673</td>\n", " <td>112000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20631</th>\n", " <td>-121.40</td>\n", " <td>39.33</td>\n", " <td>15.0</td>\n", " <td>2655.0</td>\n", " <td>493.0</td>\n", " <td>1200.0</td>\n", " <td>432.0</td>\n", " <td>3.5179</td>\n", " <td>107200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20632</th>\n", " <td>-121.45</td>\n", " <td>39.26</td>\n", " <td>15.0</td>\n", " <td>2319.0</td>\n", " <td>416.0</td>\n", " <td>1047.0</td>\n", " <td>385.0</td>\n", " <td>3.1250</td>\n", " <td>115600.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20633</th>\n", " <td>-121.53</td>\n", " <td>39.19</td>\n", " <td>27.0</td>\n", " <td>2080.0</td>\n", " <td>412.0</td>\n", " <td>1082.0</td>\n", " <td>382.0</td>\n", " <td>2.5495</td>\n", " <td>98300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20634</th>\n", " <td>-121.56</td>\n", " <td>39.27</td>\n", " <td>28.0</td>\n", " <td>2332.0</td>\n", " <td>395.0</td>\n", " <td>1041.0</td>\n", " <td>344.0</td>\n", " <td>3.7125</td>\n", " <td>116800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20635</th>\n", " <td>-121.09</td>\n", " <td>39.48</td>\n", " <td>25.0</td>\n", " <td>1665.0</td>\n", " <td>374.0</td>\n", " <td>845.0</td>\n", " <td>330.0</td>\n", " <td>1.5603</td>\n", " <td>78100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20636</th>\n", " <td>-121.21</td>\n", " <td>39.49</td>\n", " <td>18.0</td>\n", " <td>697.0</td>\n", " <td>150.0</td>\n", " <td>356.0</td>\n", " <td>114.0</td>\n", " <td>2.5568</td>\n", " <td>77100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20637</th>\n", " <td>-121.22</td>\n", " <td>39.43</td>\n", " <td>17.0</td>\n", " <td>2254.0</td>\n", " <td>485.0</td>\n", " <td>1007.0</td>\n", " <td>433.0</td>\n", " <td>1.7000</td>\n", " <td>92300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20638</th>\n", " <td>-121.32</td>\n", " <td>39.43</td>\n", " <td>18.0</td>\n", " <td>1860.0</td>\n", " <td>409.0</td>\n", " <td>741.0</td>\n", " <td>349.0</td>\n", " <td>1.8672</td>\n", " <td>84700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>20639</th>\n", " <td>-121.24</td>\n", " <td>39.37</td>\n", " <td>16.0</td>\n", " <td>2785.0</td>\n", " <td>616.0</td>\n", " <td>1387.0</td>\n", " <td>530.0</td>\n", " <td>2.3886</td>\n", " <td>89400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "<p>20640 rows � 10 columns</p>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "0 -122.23 37.88 41.0 880.0 129.0 \n", "1 -122.22 37.86 21.0 7099.0 1106.0 \n", "2 -122.24 37.85 52.0 1467.0 190.0 \n", "3 -122.25 37.85 52.0 1274.0 235.0 \n", "4 -122.25 37.85 52.0 1627.0 280.0 \n", "5 -122.25 37.85 52.0 919.0 213.0 \n", "6 -122.25 37.84 52.0 2535.0 489.0 \n", "7 -122.25 37.84 52.0 3104.0 687.0 \n", "8 -122.26 37.84 42.0 2555.0 665.0 \n", "9 -122.25 37.84 52.0 3549.0 707.0 \n", "10 -122.26 37.85 52.0 2202.0 434.0 \n", "11 -122.26 37.85 52.0 3503.0 752.0 \n", "12 -122.26 37.85 52.0 2491.0 474.0 \n", "13 -122.26 37.84 52.0 696.0 191.0 \n", "14 -122.26 37.85 52.0 2643.0 626.0 \n", "15 -122.26 37.85 50.0 1120.0 283.0 \n", "16 -122.27 37.85 52.0 1966.0 347.0 \n", "17 -122.27 37.85 52.0 1228.0 293.0 \n", "18 -122.26 37.84 50.0 2239.0 455.0 \n", "19 -122.27 37.84 52.0 1503.0 298.0 \n", "20 -122.27 37.85 40.0 751.0 184.0 \n", "21 -122.27 37.85 42.0 1639.0 367.0 \n", "22 -122.27 37.84 52.0 2436.0 541.0 \n", "23 -122.27 37.84 52.0 1688.0 337.0 \n", "24 -122.27 37.84 52.0 2224.0 437.0 \n", "25 -122.28 37.85 41.0 535.0 123.0 \n", "26 -122.28 37.85 49.0 1130.0 244.0 \n", "27 -122.28 37.85 52.0 1898.0 421.0 \n", "28 -122.28 37.84 50.0 2082.0 492.0 \n", "29 -122.28 37.84 52.0 729.0 160.0 \n", "... ... ... ... ... ... \n", "20610 -121.56 39.10 28.0 2130.0 484.0 \n", "20611 -121.55 39.10 27.0 1783.0 441.0 \n", "20612 -121.56 39.08 26.0 1377.0 289.0 \n", "20613 -121.55 39.09 31.0 1728.0 365.0 \n", "20614 -121.54 39.08 26.0 2276.0 460.0 \n", "20615 -121.54 39.08 23.0 1076.0 216.0 \n", "20616 -121.53 39.08 15.0 1810.0 441.0 \n", "20617 -121.53 39.06 20.0 561.0 109.0 \n", "20618 -121.55 39.06 25.0 1332.0 247.0 \n", "20619 -121.56 39.01 22.0 1891.0 340.0 \n", "20620 -121.48 39.05 40.0 198.0 41.0 \n", "20621 -121.47 39.01 37.0 1244.0 247.0 \n", "20622 -121.44 39.00 20.0 755.0 147.0 \n", "20623 -121.37 39.03 32.0 1158.0 244.0 \n", "20624 -121.41 39.04 16.0 1698.0 300.0 \n", "20625 -121.52 39.12 37.0 102.0 17.0 \n", "20626 -121.43 39.18 36.0 1124.0 184.0 \n", "20627 -121.32 39.13 5.0 358.0 65.0 \n", "20628 -121.48 39.10 19.0 2043.0 421.0 \n", "20629 -121.39 39.12 28.0 10035.0 1856.0 \n", "20630 -121.32 39.29 11.0 2640.0 505.0 \n", "20631 -121.40 39.33 15.0 2655.0 493.0 \n", "20632 -121.45 39.26 15.0 2319.0 416.0 \n", "20633 -121.53 39.19 27.0 2080.0 412.0 \n", "20634 -121.56 39.27 28.0 2332.0 395.0 \n", "20635 -121.09 39.48 25.0 1665.0 374.0 \n", "20636 -121.21 39.49 18.0 697.0 150.0 \n", "20637 -121.22 39.43 17.0 2254.0 485.0 \n", "20638 -121.32 39.43 18.0 1860.0 409.0 \n", "20639 -121.24 39.37 16.0 2785.0 616.0 \n", "\n", " population households median_income median_house_value \\\n", "0 322.0 126.0 8.3252 452600.0 \n", "1 2401.0 1138.0 8.3014 358500.0 \n", "2 496.0 177.0 7.2574 352100.0 \n", "3 558.0 219.0 5.6431 341300.0 \n", "4 565.0 259.0 3.8462 342200.0 \n", "5 413.0 193.0 4.0368 269700.0 \n", "6 1094.0 514.0 3.6591 299200.0 \n", "7 1157.0 647.0 3.1200 241400.0 \n", "8 1206.0 595.0 2.0804 226700.0 \n", "9 1551.0 714.0 3.6912 261100.0 \n", "10 910.0 402.0 3.2031 281500.0 \n", "11 1504.0 734.0 3.2705 241800.0 \n", "12 1098.0 468.0 3.0750 213500.0 \n", "13 345.0 174.0 2.6736 191300.0 \n", "14 1212.0 620.0 1.9167 159200.0 \n", "15 697.0 264.0 2.1250 140000.0 \n", "16 793.0 331.0 2.7750 152500.0 \n", "17 648.0 303.0 2.1202 155500.0 \n", "18 990.0 419.0 1.9911 158700.0 \n", "19 690.0 275.0 2.6033 162900.0 \n", "20 409.0 166.0 1.3578 147500.0 \n", "21 929.0 366.0 1.7135 159800.0 \n", "22 1015.0 478.0 1.7250 113900.0 \n", "23 853.0 325.0 2.1806 99700.0 \n", "24 1006.0 422.0 2.6000 132600.0 \n", "25 317.0 119.0 2.4038 107500.0 \n", "26 607.0 239.0 2.4597 93800.0 \n", "27 1102.0 397.0 1.8080 105500.0 \n", "28 1131.0 473.0 1.6424 108900.0 \n", "29 395.0 155.0 1.6875 132000.0 \n", "... ... ... ... ... \n", "20610 1195.0 439.0 1.3631 45500.0 \n", "20611 1163.0 409.0 1.2857 47000.0 \n", "20612 761.0 267.0 1.4934 48300.0 \n", "20613 1167.0 384.0 1.4958 53400.0 \n", "20614 1455.0 474.0 2.4695 58000.0 \n", "20615 724.0 197.0 2.3598 57500.0 \n", "20616 1157.0 375.0 2.0469 55100.0 \n", "20617 308.0 114.0 3.3021 70800.0 \n", "20618 726.0 226.0 2.2500 63400.0 \n", "20619 1023.0 296.0 2.7303 99100.0 \n", "20620 151.0 48.0 4.5625 100000.0 \n", "20621 484.0 157.0 2.3661 77500.0 \n", "20622 457.0 157.0 2.4167 67000.0 \n", "20623 598.0 227.0 2.8235 65500.0 \n", "20624 731.0 291.0 3.0739 87200.0 \n", "20625 29.0 14.0 4.1250 72000.0 \n", "20626 504.0 171.0 2.1667 93800.0 \n", "20627 169.0 59.0 3.0000 162500.0 \n", "20628 1018.0 390.0 2.5952 92400.0 \n", "20629 6912.0 1818.0 2.0943 108300.0 \n", "20630 1257.0 445.0 3.5673 112000.0 \n", "20631 1200.0 432.0 3.5179 107200.0 \n", "20632 1047.0 385.0 3.1250 115600.0 \n", "20633 1082.0 382.0 2.5495 98300.0 \n", "20634 1041.0 344.0 3.7125 116800.0 \n", "20635 845.0 330.0 1.5603 78100.0 \n", "20636 356.0 114.0 2.5568 77100.0 \n", "20637 1007.0 433.0 1.7000 92300.0 \n", "20638 741.0 349.0 1.8672 84700.0 \n", "20639 1387.0 530.0 2.3886 89400.0 \n", "\n", " ocean_proximity \n", "0 NEAR BAY \n", "1 NEAR BAY \n", "2 NEAR BAY \n", "3 NEAR BAY \n", "4 NEAR BAY \n", "5 NEAR BAY \n", "6 NEAR BAY \n", "7 NEAR BAY \n", "8 NEAR BAY \n", "9 NEAR BAY \n", "10 NEAR BAY \n", "11 NEAR BAY \n", "12 NEAR BAY \n", "13 NEAR BAY \n", "14 NEAR BAY \n", "15 NEAR BAY \n", "16 NEAR BAY \n", "17 NEAR BAY \n", "18 NEAR BAY \n", "19 NEAR BAY \n", "20 NEAR BAY \n", "21 NEAR BAY \n", "22 NEAR BAY \n", "23 NEAR BAY \n", "24 NEAR BAY \n", "25 NEAR BAY \n", "26 NEAR BAY \n", "27 NEAR BAY \n", "28 NEAR BAY \n", "29 NEAR BAY \n", "... ... \n", "20610 INLAND \n", "20611 INLAND \n", "20612 INLAND \n", "20613 INLAND \n", "20614 INLAND \n", "20615 INLAND \n", "20616 INLAND \n", "20617 INLAND \n", "20618 INLAND \n", "20619 INLAND \n", "20620 INLAND \n", "20621 INLAND \n", "20622 INLAND \n", "20623 INLAND \n", "20624 INLAND \n", "20625 INLAND \n", "20626 INLAND \n", "20627 INLAND \n", "20628 INLAND \n", "20629 INLAND \n", "20630 INLAND \n", "20631 INLAND \n", "20632 INLAND \n", "20633 INLAND \n", "20634 INLAND \n", "20635 INLAND \n", "20636 INLAND \n", "20637 INLAND \n", "20638 INLAND \n", "20639 INLAND \n", "\n", "[20640 rows x 10 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " housing_median_age total_bedrooms\n", "3 52.0 235.0\n", "4 52.0 280.0\n", "5 52.0 213.0\n", "6 52.0 489.0\n", "7 52.0 687.0\n", "8 42.0 665.0\n", "9 52.0 707.0\n", "10 52.0 434.0\n" ] } ], "source": [ "print(housing.loc[3:10,[\"housing_median_age\",\"total_bedrooms\"]])" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " housing_median_age population\n", "1 21.0 2401.0\n", "2 52.0 496.0\n", "3 52.0 558.0\n", "4 52.0 565.0\n", "5 52.0 413.0\n", "6 52.0 1094.0\n", "7 52.0 1157.0\n", "8 42.0 1206.0\n", "9 52.0 1551.0\n" ] } ], "source": [ "print(housing.iloc[1:10,[2,5]])" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 NEAR BAY\n", "1 NEAR BAY\n", "2 NEAR BAY\n", "3 NEAR BAY\n", "4 NEAR BAY\n", "5 NEAR BAY\n", "6 NEAR BAY\n", "7 NEAR BAY\n", "8 NEAR BAY\n", "9 NEAR BAY\n", "10 NEAR BAY\n", "11 NEAR BAY\n", "12 NEAR BAY\n", "13 NEAR BAY\n", "14 NEAR BAY\n", "15 NEAR BAY\n", "16 NEAR BAY\n", "17 NEAR BAY\n", "18 NEAR BAY\n", "19 NEAR BAY\n", "20 NEAR BAY\n", "21 NEAR BAY\n", "22 NEAR BAY\n", "23 NEAR BAY\n", "24 NEAR BAY\n", "25 NEAR BAY\n", "26 NEAR BAY\n", "27 NEAR BAY\n", "28 NEAR BAY\n", "29 NEAR BAY\n", " ... \n", "20610 INLAND\n", "20611 INLAND\n", "20612 INLAND\n", "20613 INLAND\n", "20614 INLAND\n", "20615 INLAND\n", "20616 INLAND\n", "20617 INLAND\n", "20618 INLAND\n", "20619 INLAND\n", "20620 INLAND\n", "20621 INLAND\n", "20622 INLAND\n", "20623 INLAND\n", "20624 INLAND\n", "20625 INLAND\n", "20626 INLAND\n", "20627 INLAND\n", "20628 INLAND\n", "20629 INLAND\n", "20630 INLAND\n", "20631 INLAND\n", "20632 INLAND\n", "20633 INLAND\n", "20634 INLAND\n", "20635 INLAND\n", "20636 INLAND\n", "20637 INLAND\n", "20638 INLAND\n", "20639 INLAND\n", "Name: ocean_proximity, Length: 20640, dtype: object" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing[\"ocean_proximity\"]" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "<1H OCEAN 9136\n", "INLAND 6551\n", "NEAR OCEAN 2658\n", "NEAR BAY 2290\n", "ISLAND 5\n", "Name: ocean_proximity, dtype: int64" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing[\"ocean_proximity\"].value_counts()" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>count</th>\n", " <td>20640.000000</td>\n", " <td>20640.000000</td>\n", " <td>20640.000000</td>\n", " <td>20640.000000</td>\n", " <td>20433.000000</td>\n", " <td>20640.000000</td>\n", " <td>20640.000000</td>\n", " <td>20640.000000</td>\n", " <td>20640.000000</td>\n", " </tr>\n", " <tr>\n", " <th>mean</th>\n", " <td>-119.569704</td>\n", " <td>35.631861</td>\n", " <td>28.639486</td>\n", " <td>2635.763081</td>\n", " <td>537.870553</td>\n", " <td>1425.476744</td>\n", " <td>499.539680</td>\n", " <td>3.870671</td>\n", " <td>206855.816909</td>\n", " </tr>\n", " <tr>\n", " <th>std</th>\n", " <td>2.003532</td>\n", " <td>2.135952</td>\n", " <td>12.585558</td>\n", " <td>2181.615252</td>\n", " <td>421.385070</td>\n", " <td>1132.462122</td>\n", " <td>382.329753</td>\n", " <td>1.899822</td>\n", " <td>115395.615874</td>\n", " </tr>\n", " <tr>\n", " <th>min</th>\n", " <td>-124.350000</td>\n", " <td>32.540000</td>\n", " <td>1.000000</td>\n", " <td>2.000000</td>\n", " <td>1.000000</td>\n", " <td>3.000000</td>\n", " <td>1.000000</td>\n", " <td>0.499900</td>\n", " <td>14999.000000</td>\n", " </tr>\n", " <tr>\n", " <th>25%</th>\n", " <td>-121.800000</td>\n", " <td>33.930000</td>\n", " <td>18.000000</td>\n", " <td>1447.750000</td>\n", " <td>296.000000</td>\n", " <td>787.000000</td>\n", " <td>280.000000</td>\n", " <td>2.563400</td>\n", " <td>119600.000000</td>\n", " </tr>\n", " <tr>\n", " <th>50%</th>\n", " <td>-118.490000</td>\n", " <td>34.260000</td>\n", " <td>29.000000</td>\n", " <td>2127.000000</td>\n", " <td>435.000000</td>\n", " <td>1166.000000</td>\n", " <td>409.000000</td>\n", " <td>3.534800</td>\n", " <td>179700.000000</td>\n", " </tr>\n", " <tr>\n", " <th>75%</th>\n", " <td>-118.010000</td>\n", " <td>37.710000</td>\n", " <td>37.000000</td>\n", " <td>3148.000000</td>\n", " <td>647.000000</td>\n", " <td>1725.000000</td>\n", " <td>605.000000</td>\n", " <td>4.743250</td>\n", " <td>264725.000000</td>\n", " </tr>\n", " <tr>\n", " <th>max</th>\n", " <td>-114.310000</td>\n", " <td>41.950000</td>\n", " <td>52.000000</td>\n", " <td>39320.000000</td>\n", " <td>6445.000000</td>\n", " <td>35682.000000</td>\n", " <td>6082.000000</td>\n", " <td>15.000100</td>\n", " <td>500001.000000</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms \\\n", "count 20640.000000 20640.000000 20640.000000 20640.000000 \n", "mean -119.569704 35.631861 28.639486 2635.763081 \n", "std 2.003532 2.135952 12.585558 2181.615252 \n", "min -124.350000 32.540000 1.000000 2.000000 \n", "25% -121.800000 33.930000 18.000000 1447.750000 \n", "50% -118.490000 34.260000 29.000000 2127.000000 \n", "75% -118.010000 37.710000 37.000000 3148.000000 \n", "max -114.310000 41.950000 52.000000 39320.000000 \n", "\n", " total_bedrooms population households median_income \\\n", "count 20433.000000 20640.000000 20640.000000 20640.000000 \n", "mean 537.870553 1425.476744 499.539680 3.870671 \n", "std 421.385070 1132.462122 382.329753 1.899822 \n", "min 1.000000 3.000000 1.000000 0.499900 \n", "25% 296.000000 787.000000 280.000000 2.563400 \n", "50% 435.000000 1166.000000 409.000000 3.534800 \n", "75% 647.000000 1725.000000 605.000000 4.743250 \n", "max 6445.000000 35682.000000 6082.000000 15.000100 \n", "\n", " median_house_value \n", "count 20640.000000 \n", "mean 206855.816909 \n", "std 115395.615874 \n", "min 14999.000000 \n", "25% 119600.000000 \n", "50% 179700.000000 \n", "75% 264725.000000 \n", "max 500001.000000 " ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing.describe()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>2665</th>\n", " <td>-115.52</td>\n", " <td>33.12</td>\n", " <td>38.0</td>\n", " <td>1327.0</td>\n", " <td>262.0</td>\n", " <td>784.0</td>\n", " <td>231.0</td>\n", " <td>1.8793</td>\n", " <td>60800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2666</th>\n", " <td>-115.52</td>\n", " <td>33.13</td>\n", " <td>18.0</td>\n", " <td>1109.0</td>\n", " <td>283.0</td>\n", " <td>1006.0</td>\n", " <td>253.0</td>\n", " <td>2.1630</td>\n", " <td>53400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2667</th>\n", " <td>-115.51</td>\n", " <td>33.12</td>\n", " <td>21.0</td>\n", " <td>1024.0</td>\n", " <td>218.0</td>\n", " <td>890.0</td>\n", " <td>232.0</td>\n", " <td>2.1010</td>\n", " <td>46700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2668</th>\n", " <td>-115.46</td>\n", " <td>33.19</td>\n", " <td>33.0</td>\n", " <td>1234.0</td>\n", " <td>373.0</td>\n", " <td>777.0</td>\n", " <td>298.0</td>\n", " <td>1.0000</td>\n", " <td>40000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2669</th>\n", " <td>-115.51</td>\n", " <td>33.24</td>\n", " <td>32.0</td>\n", " <td>1995.0</td>\n", " <td>523.0</td>\n", " <td>1069.0</td>\n", " <td>410.0</td>\n", " <td>1.6552</td>\n", " <td>43300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2670</th>\n", " <td>-115.60</td>\n", " <td>33.20</td>\n", " <td>37.0</td>\n", " <td>709.0</td>\n", " <td>187.0</td>\n", " <td>390.0</td>\n", " <td>142.0</td>\n", " <td>2.4511</td>\n", " <td>72500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2671</th>\n", " <td>-115.73</td>\n", " <td>33.09</td>\n", " <td>27.0</td>\n", " <td>452.0</td>\n", " <td>103.0</td>\n", " <td>258.0</td>\n", " <td>61.0</td>\n", " <td>2.9000</td>\n", " <td>87500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2672</th>\n", " <td>-115.62</td>\n", " <td>33.04</td>\n", " <td>17.0</td>\n", " <td>1009.0</td>\n", " <td>231.0</td>\n", " <td>745.0</td>\n", " <td>217.0</td>\n", " <td>2.0463</td>\n", " <td>61200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2673</th>\n", " <td>-115.62</td>\n", " <td>33.04</td>\n", " <td>20.0</td>\n", " <td>1121.0</td>\n", " <td>244.0</td>\n", " <td>766.0</td>\n", " <td>230.0</td>\n", " <td>2.2969</td>\n", " <td>62000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2674</th>\n", " <td>-115.60</td>\n", " <td>33.04</td>\n", " <td>31.0</td>\n", " <td>314.0</td>\n", " <td>61.0</td>\n", " <td>152.0</td>\n", " <td>56.0</td>\n", " <td>3.3472</td>\n", " <td>91700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2675</th>\n", " <td>-115.41</td>\n", " <td>32.99</td>\n", " <td>29.0</td>\n", " <td>1141.0</td>\n", " <td>220.0</td>\n", " <td>684.0</td>\n", " <td>194.0</td>\n", " <td>3.4038</td>\n", " <td>107800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2676</th>\n", " <td>-115.59</td>\n", " <td>32.96</td>\n", " <td>17.0</td>\n", " <td>841.0</td>\n", " <td>146.0</td>\n", " <td>473.0</td>\n", " <td>154.0</td>\n", " <td>3.1979</td>\n", " <td>113500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2677</th>\n", " <td>-115.52</td>\n", " <td>32.98</td>\n", " <td>32.0</td>\n", " <td>1615.0</td>\n", " <td>382.0</td>\n", " <td>1307.0</td>\n", " <td>345.0</td>\n", " <td>1.4583</td>\n", " <td>58600.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2678</th>\n", " <td>-115.52</td>\n", " <td>32.98</td>\n", " <td>21.0</td>\n", " <td>1302.0</td>\n", " <td>327.0</td>\n", " <td>1244.0</td>\n", " <td>316.0</td>\n", " <td>2.2054</td>\n", " <td>66400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2679</th>\n", " <td>-115.53</td>\n", " <td>32.99</td>\n", " <td>25.0</td>\n", " <td>2578.0</td>\n", " <td>634.0</td>\n", " <td>2082.0</td>\n", " <td>565.0</td>\n", " <td>1.7159</td>\n", " <td>62200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2680</th>\n", " <td>-115.51</td>\n", " <td>32.99</td>\n", " <td>20.0</td>\n", " <td>1402.0</td>\n", " <td>287.0</td>\n", " <td>1104.0</td>\n", " <td>317.0</td>\n", " <td>1.9088</td>\n", " <td>63700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2681</th>\n", " <td>-115.54</td>\n", " <td>32.99</td>\n", " <td>23.0</td>\n", " <td>1459.0</td>\n", " <td>373.0</td>\n", " <td>1148.0</td>\n", " <td>388.0</td>\n", " <td>1.5372</td>\n", " <td>69400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2682</th>\n", " <td>-115.54</td>\n", " <td>32.98</td>\n", " <td>27.0</td>\n", " <td>1513.0</td>\n", " <td>395.0</td>\n", " <td>1121.0</td>\n", " <td>381.0</td>\n", " <td>1.9464</td>\n", " <td>60600.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2683</th>\n", " <td>-115.54</td>\n", " <td>32.99</td>\n", " <td>17.0</td>\n", " <td>1697.0</td>\n", " <td>268.0</td>\n", " <td>911.0</td>\n", " <td>254.0</td>\n", " <td>4.3523</td>\n", " <td>96000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2684</th>\n", " <td>-115.55</td>\n", " <td>32.98</td>\n", " <td>24.0</td>\n", " <td>2565.0</td>\n", " <td>530.0</td>\n", " <td>1447.0</td>\n", " <td>473.0</td>\n", " <td>3.2593</td>\n", " <td>80800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2685</th>\n", " <td>-115.54</td>\n", " <td>32.97</td>\n", " <td>41.0</td>\n", " <td>2429.0</td>\n", " <td>454.0</td>\n", " <td>1188.0</td>\n", " <td>430.0</td>\n", " <td>3.0091</td>\n", " <td>70800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2686</th>\n", " <td>-115.53</td>\n", " <td>32.97</td>\n", " <td>35.0</td>\n", " <td>1583.0</td>\n", " <td>340.0</td>\n", " <td>933.0</td>\n", " <td>318.0</td>\n", " <td>2.4063</td>\n", " <td>70700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2687</th>\n", " <td>-115.55</td>\n", " <td>32.98</td>\n", " <td>33.0</td>\n", " <td>2266.0</td>\n", " <td>365.0</td>\n", " <td>952.0</td>\n", " <td>360.0</td>\n", " <td>5.4349</td>\n", " <td>143000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2688</th>\n", " <td>-115.56</td>\n", " <td>32.96</td>\n", " <td>21.0</td>\n", " <td>2164.0</td>\n", " <td>480.0</td>\n", " <td>1164.0</td>\n", " <td>421.0</td>\n", " <td>3.8177</td>\n", " <td>107200.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2689</th>\n", " <td>-115.53</td>\n", " <td>32.97</td>\n", " <td>34.0</td>\n", " <td>2231.0</td>\n", " <td>545.0</td>\n", " <td>1568.0</td>\n", " <td>510.0</td>\n", " <td>1.5217</td>\n", " <td>60300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2690</th>\n", " <td>-115.52</td>\n", " <td>32.97</td>\n", " <td>24.0</td>\n", " <td>1617.0</td>\n", " <td>366.0</td>\n", " <td>1416.0</td>\n", " <td>401.0</td>\n", " <td>1.9750</td>\n", " <td>66400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2691</th>\n", " <td>-115.52</td>\n", " <td>32.97</td>\n", " <td>10.0</td>\n", " <td>1879.0</td>\n", " <td>387.0</td>\n", " <td>1376.0</td>\n", " <td>337.0</td>\n", " <td>1.9911</td>\n", " <td>67500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2692</th>\n", " <td>-115.32</td>\n", " <td>32.82</td>\n", " <td>34.0</td>\n", " <td>591.0</td>\n", " <td>139.0</td>\n", " <td>327.0</td>\n", " <td>89.0</td>\n", " <td>3.6528</td>\n", " <td>100000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2693</th>\n", " <td>-115.39</td>\n", " <td>32.76</td>\n", " <td>16.0</td>\n", " <td>1136.0</td>\n", " <td>196.0</td>\n", " <td>481.0</td>\n", " <td>185.0</td>\n", " <td>6.2558</td>\n", " <td>146300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2694</th>\n", " <td>-115.40</td>\n", " <td>32.86</td>\n", " <td>19.0</td>\n", " <td>1087.0</td>\n", " <td>171.0</td>\n", " <td>649.0</td>\n", " <td>173.0</td>\n", " <td>3.3182</td>\n", " <td>113800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>...</th>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " <td>...</td>\n", " </tr>\n", " <tr>\n", " <th>12445</th>\n", " <td>-115.58</td>\n", " <td>33.88</td>\n", " <td>21.0</td>\n", " <td>1161.0</td>\n", " <td>282.0</td>\n", " <td>724.0</td>\n", " <td>186.0</td>\n", " <td>3.1827</td>\n", " <td>71700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12446</th>\n", " <td>-114.98</td>\n", " <td>33.82</td>\n", " <td>15.0</td>\n", " <td>644.0</td>\n", " <td>129.0</td>\n", " <td>137.0</td>\n", " <td>52.0</td>\n", " <td>3.2097</td>\n", " <td>71300.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12447</th>\n", " <td>-114.49</td>\n", " <td>33.97</td>\n", " <td>17.0</td>\n", " <td>2809.0</td>\n", " <td>635.0</td>\n", " <td>83.0</td>\n", " <td>45.0</td>\n", " <td>1.6154</td>\n", " <td>87500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12448</th>\n", " <td>-114.65</td>\n", " <td>33.60</td>\n", " <td>28.0</td>\n", " <td>1678.0</td>\n", " <td>322.0</td>\n", " <td>666.0</td>\n", " <td>256.0</td>\n", " <td>2.9653</td>\n", " <td>94900.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12449</th>\n", " <td>-114.68</td>\n", " <td>33.49</td>\n", " <td>20.0</td>\n", " <td>1491.0</td>\n", " <td>360.0</td>\n", " <td>1135.0</td>\n", " <td>303.0</td>\n", " <td>1.6395</td>\n", " <td>44400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12450</th>\n", " <td>-114.56</td>\n", " <td>33.69</td>\n", " <td>17.0</td>\n", " <td>720.0</td>\n", " <td>174.0</td>\n", " <td>333.0</td>\n", " <td>117.0</td>\n", " <td>1.6509</td>\n", " <td>85700.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12451</th>\n", " <td>-114.57</td>\n", " <td>33.64</td>\n", " <td>14.0</td>\n", " <td>1501.0</td>\n", " <td>337.0</td>\n", " <td>515.0</td>\n", " <td>226.0</td>\n", " <td>3.1917</td>\n", " <td>73400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12452</th>\n", " <td>-114.57</td>\n", " <td>33.57</td>\n", " <td>20.0</td>\n", " <td>1454.0</td>\n", " <td>326.0</td>\n", " <td>624.0</td>\n", " <td>262.0</td>\n", " <td>1.9250</td>\n", " <td>65500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12453</th>\n", " <td>-114.57</td>\n", " <td>33.52</td>\n", " <td>27.0</td>\n", " <td>173.0</td>\n", " <td>35.0</td>\n", " <td>117.0</td>\n", " <td>34.0</td>\n", " <td>2.0833</td>\n", " <td>45000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12454</th>\n", " <td>-114.59</td>\n", " <td>33.61</td>\n", " <td>34.0</td>\n", " <td>4789.0</td>\n", " <td>1175.0</td>\n", " <td>3134.0</td>\n", " <td>1056.0</td>\n", " <td>2.1782</td>\n", " <td>58400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12455</th>\n", " <td>-114.61</td>\n", " <td>33.62</td>\n", " <td>16.0</td>\n", " <td>1187.0</td>\n", " <td>261.0</td>\n", " <td>1115.0</td>\n", " <td>242.0</td>\n", " <td>2.1759</td>\n", " <td>61500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12456</th>\n", " <td>-114.60</td>\n", " <td>33.62</td>\n", " <td>16.0</td>\n", " <td>3741.0</td>\n", " <td>801.0</td>\n", " <td>2434.0</td>\n", " <td>824.0</td>\n", " <td>2.6797</td>\n", " <td>86500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12457</th>\n", " <td>-114.58</td>\n", " <td>33.63</td>\n", " <td>29.0</td>\n", " <td>1387.0</td>\n", " <td>236.0</td>\n", " <td>671.0</td>\n", " <td>239.0</td>\n", " <td>3.3438</td>\n", " <td>74000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12458</th>\n", " <td>-114.62</td>\n", " <td>33.62</td>\n", " <td>26.0</td>\n", " <td>18.0</td>\n", " <td>3.0</td>\n", " <td>5.0</td>\n", " <td>3.0</td>\n", " <td>0.5360</td>\n", " <td>275000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12459</th>\n", " <td>-114.58</td>\n", " <td>33.61</td>\n", " <td>25.0</td>\n", " <td>2907.0</td>\n", " <td>680.0</td>\n", " <td>1841.0</td>\n", " <td>633.0</td>\n", " <td>2.6768</td>\n", " <td>82400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>12460</th>\n", " <td>-114.60</td>\n", " <td>33.60</td>\n", " <td>21.0</td>\n", " <td>1988.0</td>\n", " <td>483.0</td>\n", " <td>1182.0</td>\n", " <td>437.0</td>\n", " <td>1.6250</td>\n", " <td>62000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13885</th>\n", " <td>-115.93</td>\n", " <td>35.55</td>\n", " <td>18.0</td>\n", " <td>1321.0</td>\n", " <td>272.0</td>\n", " <td>754.0</td>\n", " <td>226.0</td>\n", " <td>3.4028</td>\n", " <td>67500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13886</th>\n", " <td>-115.75</td>\n", " <td>35.23</td>\n", " <td>5.0</td>\n", " <td>208.0</td>\n", " <td>78.0</td>\n", " <td>132.0</td>\n", " <td>56.0</td>\n", " <td>2.5333</td>\n", " <td>75000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13887</th>\n", " <td>-115.53</td>\n", " <td>34.91</td>\n", " <td>12.0</td>\n", " <td>807.0</td>\n", " <td>199.0</td>\n", " <td>246.0</td>\n", " <td>102.0</td>\n", " <td>2.5391</td>\n", " <td>40000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13919</th>\n", " <td>-115.85</td>\n", " <td>34.20</td>\n", " <td>34.0</td>\n", " <td>3868.0</td>\n", " <td>1257.0</td>\n", " <td>890.0</td>\n", " <td>423.0</td>\n", " <td>1.3571</td>\n", " <td>41000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13920</th>\n", " <td>-115.52</td>\n", " <td>34.22</td>\n", " <td>30.0</td>\n", " <td>540.0</td>\n", " <td>136.0</td>\n", " <td>122.0</td>\n", " <td>63.0</td>\n", " <td>1.3333</td>\n", " <td>42500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13922</th>\n", " <td>-114.94</td>\n", " <td>34.55</td>\n", " <td>20.0</td>\n", " <td>350.0</td>\n", " <td>95.0</td>\n", " <td>119.0</td>\n", " <td>58.0</td>\n", " <td>1.6250</td>\n", " <td>50000.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13923</th>\n", " <td>-114.47</td>\n", " <td>34.40</td>\n", " <td>19.0</td>\n", " <td>7650.0</td>\n", " <td>1901.0</td>\n", " <td>1129.0</td>\n", " <td>463.0</td>\n", " <td>1.8200</td>\n", " <td>80100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13924</th>\n", " <td>-114.31</td>\n", " <td>34.19</td>\n", " <td>15.0</td>\n", " <td>5612.0</td>\n", " <td>1283.0</td>\n", " <td>1015.0</td>\n", " <td>472.0</td>\n", " <td>1.4936</td>\n", " <td>66900.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13925</th>\n", " <td>-114.59</td>\n", " <td>34.83</td>\n", " <td>41.0</td>\n", " <td>812.0</td>\n", " <td>NaN</td>\n", " <td>375.0</td>\n", " <td>158.0</td>\n", " <td>1.7083</td>\n", " <td>48500.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13926</th>\n", " <td>-114.65</td>\n", " <td>34.89</td>\n", " <td>17.0</td>\n", " <td>2556.0</td>\n", " <td>587.0</td>\n", " <td>1005.0</td>\n", " <td>401.0</td>\n", " <td>1.6991</td>\n", " <td>69100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13927</th>\n", " <td>-114.60</td>\n", " <td>34.83</td>\n", " <td>46.0</td>\n", " <td>1497.0</td>\n", " <td>309.0</td>\n", " <td>787.0</td>\n", " <td>271.0</td>\n", " <td>2.1908</td>\n", " <td>48100.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13928</th>\n", " <td>-114.61</td>\n", " <td>34.84</td>\n", " <td>48.0</td>\n", " <td>1291.0</td>\n", " <td>248.0</td>\n", " <td>580.0</td>\n", " <td>211.0</td>\n", " <td>2.1571</td>\n", " <td>48600.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13929</th>\n", " <td>-114.61</td>\n", " <td>34.83</td>\n", " <td>31.0</td>\n", " <td>2478.0</td>\n", " <td>464.0</td>\n", " <td>1346.0</td>\n", " <td>479.0</td>\n", " <td>3.2120</td>\n", " <td>70400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>13930</th>\n", " <td>-114.64</td>\n", " <td>34.83</td>\n", " <td>10.0</td>\n", " <td>2502.0</td>\n", " <td>573.0</td>\n", " <td>1152.0</td>\n", " <td>481.0</td>\n", " <td>1.7062</td>\n", " <td>86800.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "<p>147 rows � 10 columns</p>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "2665 -115.52 33.12 38.0 1327.0 262.0 \n", "2666 -115.52 33.13 18.0 1109.0 283.0 \n", "2667 -115.51 33.12 21.0 1024.0 218.0 \n", "2668 -115.46 33.19 33.0 1234.0 373.0 \n", "2669 -115.51 33.24 32.0 1995.0 523.0 \n", "2670 -115.60 33.20 37.0 709.0 187.0 \n", "2671 -115.73 33.09 27.0 452.0 103.0 \n", "2672 -115.62 33.04 17.0 1009.0 231.0 \n", "2673 -115.62 33.04 20.0 1121.0 244.0 \n", "2674 -115.60 33.04 31.0 314.0 61.0 \n", "2675 -115.41 32.99 29.0 1141.0 220.0 \n", "2676 -115.59 32.96 17.0 841.0 146.0 \n", "2677 -115.52 32.98 32.0 1615.0 382.0 \n", "2678 -115.52 32.98 21.0 1302.0 327.0 \n", "2679 -115.53 32.99 25.0 2578.0 634.0 \n", "2680 -115.51 32.99 20.0 1402.0 287.0 \n", "2681 -115.54 32.99 23.0 1459.0 373.0 \n", "2682 -115.54 32.98 27.0 1513.0 395.0 \n", "2683 -115.54 32.99 17.0 1697.0 268.0 \n", "2684 -115.55 32.98 24.0 2565.0 530.0 \n", "2685 -115.54 32.97 41.0 2429.0 454.0 \n", "2686 -115.53 32.97 35.0 1583.0 340.0 \n", "2687 -115.55 32.98 33.0 2266.0 365.0 \n", "2688 -115.56 32.96 21.0 2164.0 480.0 \n", "2689 -115.53 32.97 34.0 2231.0 545.0 \n", "2690 -115.52 32.97 24.0 1617.0 366.0 \n", "2691 -115.52 32.97 10.0 1879.0 387.0 \n", "2692 -115.32 32.82 34.0 591.0 139.0 \n", "2693 -115.39 32.76 16.0 1136.0 196.0 \n", "2694 -115.40 32.86 19.0 1087.0 171.0 \n", "... ... ... ... ... ... \n", "12445 -115.58 33.88 21.0 1161.0 282.0 \n", "12446 -114.98 33.82 15.0 644.0 129.0 \n", "12447 -114.49 33.97 17.0 2809.0 635.0 \n", "12448 -114.65 33.60 28.0 1678.0 322.0 \n", "12449 -114.68 33.49 20.0 1491.0 360.0 \n", "12450 -114.56 33.69 17.0 720.0 174.0 \n", "12451 -114.57 33.64 14.0 1501.0 337.0 \n", "12452 -114.57 33.57 20.0 1454.0 326.0 \n", "12453 -114.57 33.52 27.0 173.0 35.0 \n", "12454 -114.59 33.61 34.0 4789.0 1175.0 \n", "12455 -114.61 33.62 16.0 1187.0 261.0 \n", "12456 -114.60 33.62 16.0 3741.0 801.0 \n", "12457 -114.58 33.63 29.0 1387.0 236.0 \n", "12458 -114.62 33.62 26.0 18.0 3.0 \n", "12459 -114.58 33.61 25.0 2907.0 680.0 \n", "12460 -114.60 33.60 21.0 1988.0 483.0 \n", "13885 -115.93 35.55 18.0 1321.0 272.0 \n", "13886 -115.75 35.23 5.0 208.0 78.0 \n", "13887 -115.53 34.91 12.0 807.0 199.0 \n", "13919 -115.85 34.20 34.0 3868.0 1257.0 \n", "13920 -115.52 34.22 30.0 540.0 136.0 \n", "13922 -114.94 34.55 20.0 350.0 95.0 \n", "13923 -114.47 34.40 19.0 7650.0 1901.0 \n", "13924 -114.31 34.19 15.0 5612.0 1283.0 \n", "13925 -114.59 34.83 41.0 812.0 NaN \n", "13926 -114.65 34.89 17.0 2556.0 587.0 \n", "13927 -114.60 34.83 46.0 1497.0 309.0 \n", "13928 -114.61 34.84 48.0 1291.0 248.0 \n", "13929 -114.61 34.83 31.0 2478.0 464.0 \n", "13930 -114.64 34.83 10.0 2502.0 573.0 \n", "\n", " population households median_income median_house_value \\\n", "2665 784.0 231.0 1.8793 60800.0 \n", "2666 1006.0 253.0 2.1630 53400.0 \n", "2667 890.0 232.0 2.1010 46700.0 \n", "2668 777.0 298.0 1.0000 40000.0 \n", "2669 1069.0 410.0 1.6552 43300.0 \n", "2670 390.0 142.0 2.4511 72500.0 \n", "2671 258.0 61.0 2.9000 87500.0 \n", "2672 745.0 217.0 2.0463 61200.0 \n", "2673 766.0 230.0 2.2969 62000.0 \n", "2674 152.0 56.0 3.3472 91700.0 \n", "2675 684.0 194.0 3.4038 107800.0 \n", "2676 473.0 154.0 3.1979 113500.0 \n", "2677 1307.0 345.0 1.4583 58600.0 \n", "2678 1244.0 316.0 2.2054 66400.0 \n", "2679 2082.0 565.0 1.7159 62200.0 \n", "2680 1104.0 317.0 1.9088 63700.0 \n", "2681 1148.0 388.0 1.5372 69400.0 \n", "2682 1121.0 381.0 1.9464 60600.0 \n", "2683 911.0 254.0 4.3523 96000.0 \n", "2684 1447.0 473.0 3.2593 80800.0 \n", "2685 1188.0 430.0 3.0091 70800.0 \n", "2686 933.0 318.0 2.4063 70700.0 \n", "2687 952.0 360.0 5.4349 143000.0 \n", "2688 1164.0 421.0 3.8177 107200.0 \n", "2689 1568.0 510.0 1.5217 60300.0 \n", "2690 1416.0 401.0 1.9750 66400.0 \n", "2691 1376.0 337.0 1.9911 67500.0 \n", "2692 327.0 89.0 3.6528 100000.0 \n", "2693 481.0 185.0 6.2558 146300.0 \n", "2694 649.0 173.0 3.3182 113800.0 \n", "... ... ... ... ... \n", "12445 724.0 186.0 3.1827 71700.0 \n", "12446 137.0 52.0 3.2097 71300.0 \n", "12447 83.0 45.0 1.6154 87500.0 \n", "12448 666.0 256.0 2.9653 94900.0 \n", "12449 1135.0 303.0 1.6395 44400.0 \n", "12450 333.0 117.0 1.6509 85700.0 \n", "12451 515.0 226.0 3.1917 73400.0 \n", "12452 624.0 262.0 1.9250 65500.0 \n", "12453 117.0 34.0 2.0833 45000.0 \n", "12454 3134.0 1056.0 2.1782 58400.0 \n", "12455 1115.0 242.0 2.1759 61500.0 \n", "12456 2434.0 824.0 2.6797 86500.0 \n", "12457 671.0 239.0 3.3438 74000.0 \n", "12458 5.0 3.0 0.5360 275000.0 \n", "12459 1841.0 633.0 2.6768 82400.0 \n", "12460 1182.0 437.0 1.6250 62000.0 \n", "13885 754.0 226.0 3.4028 67500.0 \n", "13886 132.0 56.0 2.5333 75000.0 \n", "13887 246.0 102.0 2.5391 40000.0 \n", "13919 890.0 423.0 1.3571 41000.0 \n", "13920 122.0 63.0 1.3333 42500.0 \n", "13922 119.0 58.0 1.6250 50000.0 \n", "13923 1129.0 463.0 1.8200 80100.0 \n", "13924 1015.0 472.0 1.4936 66900.0 \n", "13925 375.0 158.0 1.7083 48500.0 \n", "13926 1005.0 401.0 1.6991 69100.0 \n", "13927 787.0 271.0 2.1908 48100.0 \n", "13928 580.0 211.0 2.1571 48600.0 \n", "13929 1346.0 479.0 3.2120 70400.0 \n", "13930 1152.0 481.0 1.7062 86800.0 \n", "\n", " ocean_proximity \n", "2665 INLAND \n", "2666 INLAND \n", "2667 INLAND \n", "2668 INLAND \n", "2669 INLAND \n", "2670 INLAND \n", "2671 INLAND \n", "2672 INLAND \n", "2673 INLAND \n", "2674 INLAND \n", "2675 INLAND \n", "2676 INLAND \n", "2677 INLAND \n", "2678 INLAND \n", "2679 INLAND \n", "2680 INLAND \n", "2681 INLAND \n", "2682 INLAND \n", "2683 INLAND \n", "2684 INLAND \n", "2685 INLAND \n", "2686 INLAND \n", "2687 INLAND \n", "2688 INLAND \n", "2689 INLAND \n", "2690 INLAND \n", "2691 INLAND \n", "2692 INLAND \n", "2693 INLAND \n", "2694 INLAND \n", "... ... \n", "12445 INLAND \n", "12446 INLAND \n", "12447 INLAND \n", "12448 INLAND \n", "12449 INLAND \n", "12450 INLAND \n", "12451 INLAND \n", "12452 INLAND \n", "12453 INLAND \n", "12454 INLAND \n", "12455 INLAND \n", "12456 INLAND \n", "12457 INLAND \n", "12458 INLAND \n", "12459 INLAND \n", "12460 INLAND \n", "13885 INLAND \n", "13886 INLAND \n", "13887 INLAND \n", "13919 INLAND \n", "13920 INLAND \n", "13922 INLAND \n", "13923 INLAND \n", "13924 INLAND \n", "13925 INLAND \n", "13926 INLAND \n", "13927 INLAND \n", "13928 INLAND \n", "13929 INLAND \n", "13930 INLAND \n", "\n", "[147 rows x 10 columns]" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing[housing.longitude>-116]" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "ename": "TypeError", "evalue": "unsupported operand type(s) for -: 'str' and 'str'", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pandas/core/ops.py\u001b[0m in \u001b[0;36mna_op\u001b[0;34m(x, y)\u001b[0m\n\u001b[1;32m 1201\u001b[0m \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1202\u001b[0;31m \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mexpressions\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mevaluate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mop\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstr_rep\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0meval_kwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1203\u001b[0m \u001b[0;32mexcept\u001b[0m \u001b[0mTypeError\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pandas/core/computation/expressions.py\u001b[0m in \u001b[0;36mevaluate\u001b[0;34m(op, op_str, a, b, use_numexpr, **eval_kwargs)\u001b[0m\n\u001b[1;32m 203\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0muse_numexpr\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 204\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0m_evaluate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mop\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mop_str\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mb\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0meval_kwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 205\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0m_evaluate_standard\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mop\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mop_str\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mb\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pandas/core/computation/expressions.py\u001b[0m in \u001b[0;36m_evaluate_standard\u001b[0;34m(op, op_str, a, b, **eval_kwargs)\u001b[0m\n\u001b[1;32m 63\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0merrstate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mall\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'ignore'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 64\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mb\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 65\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mTypeError\u001b[0m: unsupported operand type(s) for -: 'float' and 'str'", "\nDuring handling of the above exception, another exception occurred:\n", "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m<ipython-input-38-1503837d2830>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mhousing\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mhousing\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmedian_house_value\u001b[0m\u001b[0;34m>\u001b[0m\u001b[0;36m500000\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msub\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mhousing\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mhousing\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtotal_rooms\u001b[0m\u001b[0;34m>\u001b[0m\u001b[0;36m300\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[0;32m/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pandas/core/ops.py\u001b[0m in \u001b[0;36mf\u001b[0;34m(self, other, axis, level, fill_value)\u001b[0m\n\u001b[1;32m 1258\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1259\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0misinstance\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mother\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mABCDataFrame\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;31m# Another DataFrame\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1260\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_combine_frame\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mother\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mna_op\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfill_value\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlevel\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1261\u001b[0m \u001b[0;32melif\u001b[0m \u001b[0misinstance\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mother\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mABCSeries\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1262\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_combine_series\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mother\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mna_op\u001b[0m\u001b[0;34m,\u001b[0m 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\u001b[0;34m'size'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1223\u001b[0m \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mempty\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdtype\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdtype\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mTypeError\u001b[0m: unsupported operand type(s) for -: 'str' and 'str'" ] } ], "source": [ "housing[housing.median_house_value>500000].sub(housing[housing.total_rooms>300])" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<matplotlib.figure.Figure at 0x10b24b710>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "housing.hist(bins=100, figsize=(20,15))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "<matplotlib.axes._subplots.AxesSubplot at 0x108912a90>" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing.plot(kind=\"scatter\", x=\"longitude\", y=\"latitude\", alpha=0.1)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "<matplotlib.legend.Legend at 0x10afbf9b0>" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "<matplotlib.figure.Figure at 0x10ac2ac18>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "housing.plot(kind=\"scatter\", x=\"longitude\", y=\"latitude\", alpha=0.4,\n", " s=housing[\"population\"]/100, label=\"population\", figsize=(10, 7), \n", " c=\"median_house_value\", cmap=plt.get_cmap(\"jet\"), colorbar=True,)\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "median_house_value 1.000000\n", "median_income 0.688075\n", "total_rooms 0.134153\n", "housing_median_age 0.105623\n", "households 0.065843\n", "total_bedrooms 0.049686\n", "population -0.024650\n", "longitude -0.045967\n", "latitude -0.144160\n", "Name: median_house_value, dtype: float64" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "corr_matrix = housing.corr()\n", "corr_matrix[\"median_house_value\"].sort_values(ascending=False)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x108f15f60>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x10902f198>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x109069198>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x1090a0208>],\n", " [<matplotlib.axes._subplots.AxesSubplot object at 0x10920c2e8>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x10920c320>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x109270898>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x1092a9898>],\n", " [<matplotlib.axes._subplots.AxesSubplot object at 0x1092e3898>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x10927a518>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x1093502e8>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x10938b748>],\n", " [<matplotlib.axes._subplots.AxesSubplot object at 0x1093c2c88>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x1093ebb00>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x109527d68>,\n", " <matplotlib.axes._subplots.AxesSubplot object at 0x109569128>]],\n", " dtype=object)" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "<matplotlib.figure.Figure at 0x108f15898>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from pandas.plotting import scatter_matrix\n", "attributes = [\"median_house_value\", \"median_income\", \"total_rooms\", \n", " \"housing_median_age\"]\n", "scatter_matrix(housing[attributes], figsize=(12, 8))" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "<matplotlib.axes._subplots.AxesSubplot at 0x10b873908>" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "<matplotlib.figure.Figure at 0x10a950940>" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "housing.plot(kind=\"scatter\", x=\"median_income\", y=\"median_house_value\", alpha=0.1)" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>12434</th>\n", " <td>-115.84</td>\n", " <td>33.49</td>\n", " <td>20.0</td>\n", " <td>1660.0</td>\n", " <td>379.0</td>\n", " <td>637.0</td>\n", " <td>250.0</td>\n", " <td>2.0347</td>\n", " <td>68900.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>2100</th>\n", " <td>-119.76</td>\n", " <td>36.75</td>\n", " <td>35.0</td>\n", " <td>2347.0</td>\n", " <td>526.0</td>\n", " <td>1676.0</td>\n", " <td>481.0</td>\n", " <td>1.6548</td>\n", " <td>49400.0</td>\n", " <td>INLAND</td>\n", " </tr>\n", " <tr>\n", " <th>6165</th>\n", " <td>-117.95</td>\n", " <td>34.07</td>\n", " <td>37.0</td>\n", " <td>1987.0</td>\n", " <td>399.0</td>\n", " <td>1279.0</td>\n", " <td>378.0</td>\n", " <td>4.1172</td>\n", " <td>176500.0</td>\n", " <td>&lt;1H OCEAN</td>\n", " </tr>\n", " <tr>\n", " <th>17482</th>\n", " <td>-119.81</td>\n", " <td>34.44</td>\n", " <td>23.0</td>\n", " <td>3172.0</td>\n", " <td>588.0</td>\n", " <td>1467.0</td>\n", " <td>559.0</td>\n", " <td>4.6806</td>\n", " <td>288900.0</td>\n", " <td>NEAR OCEAN</td>\n", " </tr>\n", " <tr>\n", " <th>15091</th>\n", " <td>-116.93</td>\n", " <td>32.80</td>\n", " <td>19.0</td>\n", " <td>1867.0</td>\n", " <td>538.0</td>\n", " <td>1219.0</td>\n", " <td>468.0</td>\n", " <td>2.0685</td>\n", " <td>130000.0</td>\n", " <td>&lt;1H OCEAN</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "12434 -115.84 33.49 20.0 1660.0 379.0 \n", "2100 -119.76 36.75 35.0 2347.0 526.0 \n", "6165 -117.95 34.07 37.0 1987.0 399.0 \n", "17482 -119.81 34.44 23.0 3172.0 588.0 \n", "15091 -116.93 32.80 19.0 1867.0 538.0 \n", "\n", " population households median_income median_house_value \\\n", "12434 637.0 250.0 2.0347 68900.0 \n", "2100 1676.0 481.0 1.6548 49400.0 \n", "6165 1279.0 378.0 4.1172 176500.0 \n", "17482 1467.0 559.0 4.6806 288900.0 \n", "15091 1219.0 468.0 2.0685 130000.0 \n", "\n", " ocean_proximity \n", "12434 INLAND \n", "2100 INLAND \n", "6165 <1H OCEAN \n", "17482 NEAR OCEAN \n", "15091 <1H OCEAN " ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import numpy as np\n", "shuffled_indices = np.random.permutation(len(housing))\n", "test_size = int(len(housing)*0.2)\n", "test_indices = shuffled_indices[0:test_size]\n", "train_indices = shuffled_indices[test_size:]\n", "test = housing.iloc[test_indices]\n", "test.head()" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/html": [ "<div>\n", "<style scoped>\n", " .dataframe tbody tr th:only-of-type {\n", " vertical-align: middle;\n", " }\n", "\n", " .dataframe tbody tr th {\n", " vertical-align: top;\n", " }\n", "\n", " .dataframe thead th {\n", " text-align: right;\n", " }\n", "</style>\n", "<table border=\"1\" class=\"dataframe\">\n", " <thead>\n", " <tr style=\"text-align: right;\">\n", " <th></th>\n", " <th>longitude</th>\n", " <th>latitude</th>\n", " <th>housing_median_age</th>\n", " <th>total_rooms</th>\n", " <th>total_bedrooms</th>\n", " <th>population</th>\n", " <th>households</th>\n", " <th>median_income</th>\n", " <th>median_house_value</th>\n", " <th>ocean_proximity</th>\n", " </tr>\n", " </thead>\n", " <tbody>\n", " <tr>\n", " <th>0</th>\n", " <td>-122.23</td>\n", " <td>37.88</td>\n", " <td>41.0</td>\n", " <td>880.0</td>\n", " <td>129.0</td>\n", " <td>322.0</td>\n", " <td>126.0</td>\n", " <td>8.3252</td>\n", " <td>452600.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>1</th>\n", " <td>-122.22</td>\n", " <td>37.86</td>\n", " <td>21.0</td>\n", " <td>7099.0</td>\n", " <td>1106.0</td>\n", " <td>2401.0</td>\n", " <td>1138.0</td>\n", " <td>8.3014</td>\n", " <td>358500.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>2</th>\n", " <td>-122.24</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1467.0</td>\n", " <td>190.0</td>\n", " <td>496.0</td>\n", " <td>177.0</td>\n", " <td>7.2574</td>\n", " <td>352100.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>3</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1274.0</td>\n", " <td>235.0</td>\n", " <td>558.0</td>\n", " <td>219.0</td>\n", " <td>5.6431</td>\n", " <td>341300.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " <tr>\n", " <th>4</th>\n", " <td>-122.25</td>\n", " <td>37.85</td>\n", " <td>52.0</td>\n", " <td>1627.0</td>\n", " <td>280.0</td>\n", " <td>565.0</td>\n", " <td>259.0</td>\n", " <td>3.8462</td>\n", " <td>342200.0</td>\n", " <td>NEAR BAY</td>\n", " </tr>\n", " </tbody>\n", "</table>\n", "</div>" ], "text/plain": [ " longitude latitude housing_median_age total_rooms total_bedrooms \\\n", "0 -122.23 37.88 41.0 880.0 129.0 \n", "1 -122.22 37.86 21.0 7099.0 1106.0 \n", "2 -122.24 37.85 52.0 1467.0 190.0 \n", "3 -122.25 37.85 52.0 1274.0 235.0 \n", "4 -122.25 37.85 52.0 1627.0 280.0 \n", "\n", " population households median_income median_house_value ocean_proximity \n", "0 322.0 126.0 8.3252 452600.0 NEAR BAY \n", "1 2401.0 1138.0 8.3014 358500.0 NEAR BAY \n", "2 496.0 177.0 7.2574 352100.0 NEAR BAY \n", "3 558.0 219.0 5.6431 341300.0 NEAR BAY \n", "4 565.0 259.0 3.8462 342200.0 NEAR BAY " ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "housing.head()" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "4128\n" ] } ], "source": [ "print(len(test))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.4" } }, "nbformat": 4, "nbformat_minor": 2 }