A Statistics Project

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confidence_interval.xls
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Confidence-Mean

Confidence Interval Estimate for the Mean
Standard Deviation = 8
Sample Mean = 40
Sample Size = 25 Confidence Interval Estimate + Sampling Error
Confidence Level = 95.00% ---> 36.698 <= m <= 43.302 = 40 +/- 3.302
Standard Error of the Mean 1.6
Degrees of Freedom 24
t Value 2.0638985473
Interval Half Width (t) 3.3022376757
Z Value -1.9599639845
Interval Half Width (z) 3.1359423753
Finite Population Size = 200 ---> 36.903 <= m <= 43.097 = 40 +/- 3.097
FPC Factor 0.9377616888
Interval Half Width (t) 3.0967119795
Interval Half Width (z) 2.9407666177
(X-mu)/sigma (X-mu)/sigma f(X) f(X)
-3.20 34.88 34.88 0.00000 0.00149
-3.19 34.90 34.9 0.00000 0.00154
-3.18 34.91 34.91 0.00000 0.00159
-3.17 34.93 34.93 0.00000 0.00164
-3.16 34.94 34.94 0.00000 0.00169
-3.15 34.96 34.96 0.00000 0.00175
-3.14 34.98 34.98 0.00000 0.00180
-3.13 34.99 34.99 0.00000 0.00186
-3.12 35.01 35.01 0.00000 0.00192
-3.11 35.02 35.02 0.00000 0.00198
-3.10 35.04 35.04 0.00000 0.00204
-3.09 35.06 35.06 0.00000 0.00211
-3.08 35.07 35.07 0.00000 0.00217
-3.07 35.09 35.09 0.00000 0.00224
-3.06 35.10 35.1 0.00000 0.00231
-3.05 35.12 35.12 0.00000 0.00238
-3.04 35.14 35.14 0.00000 0.00245
-3.03 35.15 35.15 0.00000 0.00253
-3.02 35.17 35.17 0.00000 0.00261
-3.01 35.18 35.18 0.00000 0.00269
©2007 DrJimMirabella.com -3.00 35.20 35.2 0.00000 0.00277
-2.99 35.22 35.22 0.00000 0.00285
-2.98 35.23 35.23 0.00000 0.00294
-2.97 35.25 35.25 0.00000 0.00303
-2.96 35.26 35.26 0.00000 0.00312
-2.95 35.28 35.28 0.00000 0.00321
-2.94 35.30 35.3 0.00000 0.00331
-2.93 35.31 35.31 0.00000 0.00341
-2.92 35.33 35.33 0.00000 0.00351
-2.91 35.34 35.34 0.00000 0.00361
-2.90 35.36 35.36 0.00000 0.00372
-2.89 35.38 35.38 0.00000 0.00383
-2.88 35.39 35.39 0.00000 0.00394
-2.87 35.41 35.41 0.00000 0.00406
-2.86 35.42 35.42 0.00000 0.00417
-2.85 35.44 35.44 0.00000 0.00430
-2.84 35.46 35.46 0.00000 0.00442
-2.83 35.47 35.47 0.00000 0.00455
-2.82 35.49 35.49 0.00000 0.00468
-2.81 35.50 35.5 0.00000 0.00481
-2.80 35.52 35.52 0.00000 0.00495
-2.79 35.54 35.54 0.00000 0.00509
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-2.73 35.63 35.63 0.00000 0.00600
-2.72 35.65 35.65 0.00000 0.00617
-2.71 35.66 35.66 0.00000 0.00634
-2.70 35.68 35.68 0.00000 0.00651
-2.69 35.70 35.7 0.00000 0.00669
-2.68 35.71 35.71 0.00000 0.00687
-2.67 35.73 35.73 0.00000 0.00706
-2.66 35.74 35.74 0.00000 0.00725
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-2.64 35.78 35.78 0.00000 0.00764
-2.63 35.79 35.79 0.00000 0.00785
-2.62 35.81 35.81 0.00000 0.00806
-2.61 35.82 35.82 0.00000 0.00827
-2.60 35.84 35.84 0.00000 0.00849
-2.59 35.86 35.86 0.00000 0.00871
-2.58 35.87 35.87 0.00000 0.00894
-2.57 35.89 35.89 0.00000 0.00917
-2.56 35.90 35.9 0.00000 0.00941
-2.55 35.92 35.92 0.00000 0.00966
-2.54 35.94 35.94 0.00000 0.00990
-2.53 35.95 35.95 0.00000 0.01016
-2.52 35.97 35.97 0.00000 0.01042
-2.51 35.98 35.98 0.00000 0.01068
-2.50 36.00 36 0.00000 0.01096
-2.49 36.02 36.02 0.00000 0.01123
-2.48 36.03 36.03 0.00000 0.01151
-2.47 36.05 36.05 0.00000 0.01180
-2.46 36.06 36.06 0.00000 0.01210
-2.45 36.08 36.08 0.00000 0.01240
-2.44 36.10 36.1 0.00000 0.01271
-2.43 36.11 36.11 0.00000 0.01302
-2.42 36.13 36.13 0.00000 0.01334
-2.41 36.14 36.14 0.00000 0.01366
-2.40 36.16 36.16 0.00000 0.01400
-2.39 36.18 36.18 0.00000 0.01434
-2.38 36.19 36.19 0.00000 0.01468
-2.37 36.21 36.21 0.00000 0.01503
-2.36 36.22 36.22 0.00000 0.01539
-2.35 36.24 36.24 0.00000 0.01576
-2.34 36.26 36.26 0.00000 0.01614
-2.33 36.27 36.27 0.00000 0.01652
-2.32 36.29 36.29 0.00000 0.01691
-2.31 36.30 36.3 0.00000 0.01730
-2.30 36.32 36.32 0.00000 0.01770
-2.29 36.34 36.34 0.00000 0.01812
-2.28 36.35 36.35 0.00000 0.01853
-2.27 36.37 36.37 0.00000 0.01896
-2.26 36.38 36.38 0.00000 0.01939
-2.25 36.40 36.4 0.00000 0.01984
-2.24 36.42 36.42 0.00000 0.02029
-2.23 36.43 36.43 0.00000 0.02075
-2.22 36.45 36.45 0.00000 0.02121
-2.21 36.46 36.46 0.00000 0.02169
-2.20 36.48 36.48 0.00000 0.02217
-2.19 36.50 36.5 0.00000 0.02266
-2.18 36.51 36.51 0.00000 0.02316
-2.17 36.53 36.53 0.00000 0.02367
-2.16 36.54 36.54 0.00000 0.02419
-2.15 36.56 36.56 0.00000 0.02472
-2.14 36.58 36.58 0.00000 0.02525
-2.13 36.59 36.59 0.00000 0.02580
-2.12 36.61 36.61 0.00000 0.02635
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-2.10 36.64 36.64 0.00000 0.02749
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-1.89 36.98 36.98 0.04179 0.00000
-1.88 36.99 36.99 0.04259 0.00000
-1.87 37.01 37.01 0.04340 0.00000
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-1.85 37.04 37.04 0.04504 0.00000
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-1.80 37.12 37.12 0.04934 0.00000
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-1.75 37.20 37.2 0.05392 0.00000
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-1.73 37.23 37.23 0.05583 0.00000
-1.72 37.25 37.25 0.05680 0.00000
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-1.70 37.28 37.28 0.05878 0.00000
-1.69 37.30 37.3 0.05979 0.00000
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-1.63 37.39 37.39 0.06605 0.00000
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1.00 41.60 41.6 0.15123 0.00000
1.01 41.62 41.62 0.14972 0.00000
1.02 41.63 41.63 0.14821 0.00000
1.03 41.65 41.65 0.14670 0.00000
1.04 41.66 41.66 0.14519 0.00000
1.05 41.68 41.68 0.14368 0.00000
1.06 41.70 41.7 0.14217 0.00000
1.07 41.71 41.71 0.14066 0.00000
1.08 41.73 41.73 0.13916 0.00000
1.09 41.74 41.74 0.13766 0.00000
1.10 41.76 41.76 0.13616 0.00000
1.11 41.78 41.78 0.13466 0.00000
1.12 41.79 41.79 0.13317 0.00000
1.13 41.81 41.81 0.13168 0.00000
1.14 41.82 41.82 0.13019 0.00000
1.15 41.84 41.84 0.12871 0.00000
1.16 41.86 41.86 0.12723 0.00000
1.17 41.87 41.87 0.12576 0.00000
1.18 41.89 41.89 0.12429 0.00000
1.19 41.90 41.9 0.12283 0.00000
1.20 41.92 41.92 0.12137 0.00000
1.21 41.94 41.94 0.11991 0.00000
1.22 41.95 41.95 0.11846 0.00000
1.23 41.97 41.97 0.11702 0.00000
1.24 41.98 41.98 0.11559 0.00000
1.25 42.00 42 0.11416 0.00000
1.26 42.02 42.02 0.11273 0.00000
1.27 42.03 42.03 0.11131 0.00000
1.28 42.05 42.05 0.10990 0.00000
1.29 42.06 42.06 0.10850 0.00000
1.30 42.08 42.08 0.10711 0.00000
1.31 42.10 42.1 0.10572 0.00000
1.32 42.11 42.11 0.10434 0.00000
1.33 42.13 42.13 0.10296 0.00000
1.34 42.14 42.14 0.10160 0.00000
1.35 42.16 42.16 0.10024 0.00000
1.36 42.18 42.18 0.09889 0.00000
1.37 42.19 42.19 0.09755 0.00000
1.38 42.21 42.21 0.09622 0.00000
1.39 42.22 42.22 0.09489 0.00000
1.40 42.24 42.24 0.09358 0.00000
1.41 42.26 42.26 0.09227 0.00000
1.42 42.27 42.27 0.09098 0.00000
1.43 42.29 42.29 0.08969 0.00000
1.44 42.30 42.3 0.08841 0.00000
1.45 42.32 42.32 0.08714 0.00000
1.46 42.34 42.34 0.08589 0.00000
1.47 42.35 42.35 0.08464 0.00000
1.48 42.37 42.37 0.08340 0.00000
1.49 42.38 42.38 0.08217 0.00000
1.50 42.40 42.4 0.08095 0.00000
1.51 42.42 42.42 0.07974 0.00000
1.52 42.43 42.43 0.07854 0.00000
1.53 42.45 42.45 0.07735 0.00000
1.54 42.46 42.46 0.07617 0.00000
1.55 42.48 42.48 0.07501 0.00000
1.56 42.50 42.5 0.07385 0.00000
1.57 42.51 42.51 0.07270 0.00000
1.58 42.53 42.53 0.07157 0.00000
1.59 42.54 42.54 0.07044 0.00000
1.60 42.56 42.56 0.06933 0.00000
1.61 42.58 42.58 0.06822 0.00000
1.62 42.59 42.59 0.06713 0.00000
1.63 42.61 42.61 0.06605 0.00000
1.64 42.62 42.62 0.06498 0.00000
1.65 42.64 42.64 0.06392 0.00000
1.66 42.66 42.66 0.06287 0.00000
1.67 42.67 42.67 0.06183 0.00000
1.68 42.69 42.69 0.06080 0.00000
1.69 42.70 42.7 0.05979 0.00000
1.70 42.72 42.72 0.05878 0.00000
1.71 42.74 42.74 0.05779 0.00000
1.72 42.75 42.75 0.05680 0.00000
1.73 42.77 42.77 0.05583 0.00000
1.74 42.78 42.78 0.05487 0.00000
1.75 42.80 42.8 0.05392 0.00000
1.76 42.82 42.82 0.05299 0.00000
1.77 42.83 42.83 0.05206 0.00000
1.78 42.85 42.85 0.05114 0.00000
1.79 42.86 42.86 0.05024 0.00000
1.80 42.88 42.88 0.04934 0.00000
1.81 42.90 42.9 0.04846 0.00000
1.82 42.91 42.91 0.04759 0.00000
1.83 42.93 42.93 0.04673 0.00000
1.84 42.94 42.94 0.04588 0.00000
1.85 42.96 42.96 0.04504 0.00000
1.86 42.98 42.98 0.04421 0.00000
1.87 42.99 42.99 0.04340 0.00000
1.88 43.01 43.01 0.04259 0.00000
1.89 43.02 43.02 0.04179 0.00000
1.90 43.04 43.04 0.04101 0.00000
1.91 43.06 43.06 0.04024 0.00000
1.92 43.07 43.07 0.03947 0.00000
1.93 43.09 43.09 0.03872 0.00000
1.94 43.10 43.1 0.03798 0.00000
1.95 43.12 43.12 0.03725 0.00000
1.96 43.14 43.14 0.03653 0.00000
1.97 43.15 43.15 0.03581 0.00000
1.98 43.17 43.17 0.03511 0.00000
1.99 43.18 43.18 0.03442 0.00000
2.00 43.20 43.2 0.03374 0.00000
2.01 43.22 43.22 0.03307 0.00000
2.02 43.23 43.23 0.03241 0.00000
2.03 43.25 43.25 0.03176 0.00000
2.04 43.26 43.26 0.03113 0.00000
2.05 43.28 43.28 0.03050 0.00000
2.06 43.30 43.3 0.02987 0.00000
2.07 43.31 43.31 0.00000 0.02926
2.08 43.33 43.33 0.00000 0.02866
2.09 43.34 43.34 0.00000 0.02807
2.10 43.36 43.36 0.00000 0.02749
2.11 43.38 43.38 0.00000 0.02692
2.12 43.39 43.39 0.00000 0.02635
2.13 43.41 43.41 0.00000 0.02580
2.14 43.42 43.42 0.00000 0.02525
2.15 43.44 43.44 0.00000 0.02472
2.16 43.46 43.46 0.00000 0.02419
2.17 43.47 43.47 0.00000 0.02367
2.18 43.49 43.49 0.00000 0.02316
2.19 43.50 43.5 0.00000 0.02266
2.20 43.52 43.52 0.00000 0.02217
2.21 43.54 43.54 0.00000 0.02169
2.22 43.55 43.55 0.00000 0.02121
2.23 43.57 43.57 0.00000 0.02075
2.24 43.58 43.58 0.00000 0.02029
2.25 43.60 43.6 0.00000 0.01984
2.26 43.62 43.62 0.00000 0.01939
2.27 43.63 43.63 0.00000 0.01896
2.28 43.65 43.65 0.00000 0.01853
2.29 43.66 43.66 0.00000 0.01812
2.30 43.68 43.68 0.00000 0.01770
2.31 43.70 43.7 0.00000 0.01730
2.32 43.71 43.71 0.00000 0.01691
2.33 43.73 43.73 0.00000 0.01652
2.34 43.74 43.74 0.00000 0.01614
2.35 43.76 43.76 0.00000 0.01576
2.36 43.78 43.78 0.00000 0.01539
2.37 43.79 43.79 0.00000 0.01503
2.38 43.81 43.81 0.00000 0.01468
2.39 43.82 43.82 0.00000 0.01434
2.40 43.84 43.84 0.00000 0.01400
2.41 43.86 43.86 0.00000 0.01366
2.42 43.87 43.87 0.00000 0.01334
2.43 43.89 43.89 0.00000 0.01302
2.44 43.90 43.9 0.00000 0.01271
2.45 43.92 43.92 0.00000 0.01240
2.46 43.94 43.94 0.00000 0.01210
2.47 43.95 43.95 0.00000 0.01180
2.48 43.97 43.97 0.00000 0.01151
2.49 43.98 43.98 0.00000 0.01123
2.50 44.00 44 0.00000 0.01096
2.51 44.02 44.02 0.00000 0.01068
2.52 44.03 44.03 0.00000 0.01042
2.53 44.05 44.05 0.00000 0.01016
2.54 44.06 44.06 0.00000 0.00990
2.55 44.08 44.08 0.00000 0.00966
2.56 44.10 44.1 0.00000 0.00941
2.57 44.11 44.11 0.00000 0.00917
2.58 44.13 44.13 0.00000 0.00894
2.59 44.14 44.14 0.00000 0.00871
2.60 44.16 44.16 0.00000 0.00849
2.61 44.18 44.18 0.00000 0.00827
2.62 44.19 44.19 0.00000 0.00806
2.63 44.21 44.21 0.00000 0.00785
2.64 44.22 44.22 0.00000 0.00764
2.65 44.24 44.24 0.00000 0.00745
2.66 44.26 44.26 0.00000 0.00725
2.67 44.27 44.27 0.00000 0.00706
2.68 44.29 44.29 0.00000 0.00687
2.69 44.30 44.3 0.00000 0.00669
2.70 44.32 44.32 0.00000 0.00651
2.71 44.34 44.34 0.00000 0.00634
2.72 44.35 44.35 0.00000 0.00617
2.73 44.37 44.37 0.00000 0.00600
2.74 44.38 44.38 0.00000 0.00584
2.75 44.40 44.4 0.00000 0.00568
2.76 44.42 44.42 0.00000 0.00553
2.77 44.43 44.43 0.00000 0.00538
2.78 44.45 44.45 0.00000 0.00523
2.79 44.46 44.46 0.00000 0.00509
2.80 44.48 44.48 0.00000 0.00495
2.81 44.50 44.5 0.00000 0.00481
2.82 44.51 44.51 0.00000 0.00468
2.83 44.53 44.53 0.00000 0.00455
2.84 44.54 44.54 0.00000 0.00442
2.85 44.56 44.56 0.00000 0.00430
2.86 44.58 44.58 0.00000 0.00417
2.87 44.59 44.59 0.00000 0.00406
2.88 44.61 44.61 0.00000 0.00394
2.89 44.62 44.62 0.00000 0.00383
2.90 44.64 44.64 0.00000 0.00372
2.91 44.66 44.66 0.00000 0.00361
2.92 44.67 44.67 0.00000 0.00351
2.93 44.69 44.69 0.00000 0.00341
2.94 44.70 44.7 0.00000 0.00331
2.95 44.72 44.72 0.00000 0.00321
2.96 44.74 44.74 0.00000 0.00312
2.97 44.75 44.75 0.00000 0.00303
2.98 44.77 44.77 0.00000 0.00294
2.99 44.78 44.78 0.00000 0.00285
3.00 44.80 44.8 0.00000 0.00277
3.01 44.82 44.82 0.00000 0.00269
3.02 44.83 44.83 0.00000 0.00261
3.03 44.85 44.85 0.00000 0.00253
3.04 44.86 44.86 0.00000 0.00245
3.05 44.88 44.88 0.00000 0.00238
3.06 44.90 44.9 0.00000 0.00231
3.07 44.91 44.91 0.00000 0.00224
3.08 44.93 44.93 0.00000 0.00217
3.09 44.94 44.94 0.00000 0.00211
3.10 44.96 44.96 0.00000 0.00204
3.11 44.98 44.98 0.00000 0.00198
3.12 44.99 44.99 0.00000 0.00192
3.13 45.01 45.01 0.00000 0.00186
3.14 45.02 45.02 0.00000 0.00180
3.15 45.04 45.04 0.00000 0.00175
3.16 45.06 45.06 0.00000 0.00169
3.17 45.07 45.07 0.00000 0.00164
3.18 45.09 45.09 0.00000 0.00159
3.19 45.10 45.1 0.00000 0.00154
3.20 45.12 45.12 0.00000 0.00149

Confidence-Mean

Confidence-Mean (raw data)

Observation # Data
Observation 1 1 Confidence Interval Estimate for the Mean Standard Error of the Mean 2.0916341299
Observation 2 2 Degrees of Freedom 24
Observation 3 4 Standard Deviation = 10.46 t Value 2.0638985473
Observation 4 5 Sample Mean = 15.96 Interval Half Width (t) 4.3169206422
Observation 5 6 Sample Size = 25 Confidence Interval Estimate + Sampling Error Z Value -1.9599639845
Observation 6 7 Confidence Level = 95.00% ---> 11.643 <= m <= 20.277 = 15.96 +/- 4.317 Interval Half Width (z) 4.0995275634
Observation 7 9
Observation 8 9 FPC Factor 0.9377616888
Observation 9 10 Finite Population Size = 200 ---> 11.912 <= m <= 20.008 = 15.96 +/- 4.048 Interval Half Width (t) 4.0482427917
Observation 10 10 Interval Half Width (z) 3.844379891
Observation 11 12
Observation 12 12
Observation 13 14
Observation 14 15
Observation 15 16
Observation 16 18
Observation 17 20
Observation 18 22
Observation 19 23
Observation 20 25
Observation 21 26
Observation 22 28 (X-mu)/sigma (X-mu)/sigma f(X) f(X)
Observation 23 32 -3.20 9.27 9.27 0.00000 0.00114
Observation 24 33 -3.19 9.29 9.29 0.00000 0.00118
Observation 25 40 -3.18 9.31 9.31 0.00000 0.00121
Observation 26 -3.17 9.33 9.33 0.00000 0.00125
Observation 27 -3.16 9.35 9.35 0.00000 0.00129
Observation 28 -3.15 9.37 9.37 0.00000 0.00134
Observation 29 -3.14 9.39 9.39 0.00000 0.00138
Observation 30 -3.13 9.41 9.41 0.00000 0.00142
Observation 31 -3.12 9.43 9.43 0.00000 0.00147
Observation 32 -3.11 9.46 9.46 0.00000 0.00151
Observation 33 -3.10 9.48 9.48 0.00000 0.00156
Observation 34 ©2007 DrJimMirabella.com -3.09 9.50 9.5 0.00000 0.00161
Observation 35 -3.08 9.52 9.52 0.00000 0.00166
Observation 36 -3.07 9.54 9.54 0.00000 0.00171
Observation 37 -3.06 9.56 9.56 0.00000 0.00177
Observation 38 -3.05 9.58 9.58 0.00000 0.00182
Observation 39 -3.04 9.60 9.6 0.00000 0.00188
Observation 40 -3.03 9.62 9.62 0.00000 0.00194
Observation 41 -3.02 9.64 9.64 0.00000 0.00200
Observation 42 -3.01 9.66 9.66 0.00000 0.00206
Observation 43 -3.00 9.69 9.69 0.00000 0.00212
Observation 44 -2.99 9.71 9.71 0.00000 0.00218
Observation 45 -2.98 9.73 9.73 0.00000 0.00225
Observation 46 -2.97 9.75 9.75 0.00000 0.00232
Observation 47 -2.96 9.77 9.77 0.00000 0.00239
Observation 48 -2.95 9.79 9.79 0.00000 0.00246
Observation 49 -2.94 9.81 9.81 0.00000 0.00253
Observation 50 -2.93 9.83 9.83 0.00000 0.00261
Observation 51 -2.92 9.85 9.85 0.00000 0.00268
Observation 52 -2.91 9.87 9.87 0.00000 0.00276
Observation 53 -2.90 9.89 9.89 0.00000 0.00285
Observation 54 -2.89 9.92 9.92 0.00000 0.00293
Observation 55 -2.88 9.94 9.94 0.00000 0.00302
Observation 56 -2.87 9.96 9.96 0.00000 0.00310
Observation 57 -2.86 9.98 9.98 0.00000 0.00319
Observation 58 -2.85 10.00 10 0.00000 0.00329
Observation 59 -2.84 10.02 10.02 0.00000 0.00338
Observation 60 -2.83 10.04 10.04 0.00000 0.00348
Observation 61 -2.82 10.06 10.06 0.00000 0.00358
Observation 62 -2.81 10.08 10.08 0.00000 0.00368
Observation 63 -2.80 10.10 10.1 0.00000 0.00378
Observation 64 -2.79 10.12 10.12 0.00000 0.00389
Observation 65 -2.78 10.15 10.15 0.00000 0.00400
Observation 66 -2.77 10.17 10.17 0.00000 0.00411
Observation 67 -2.76 10.19 10.19 0.00000 0.00423
Observation 68 -2.75 10.21 10.21 0.00000 0.00435
Observation 69 -2.74 10.23 10.23 0.00000 0.00447
Observation 70 -2.73 10.25 10.25 0.00000 0.00459
Observation 71 -2.72 10.27 10.27 0.00000 0.00472
Observation 72 -2.71 10.29 10.29 0.00000 0.00485
Observation 73 -2.70 10.31 10.31 0.00000 0.00498
Observation 74 -2.69 10.33 10.33 0.00000 0.00512
Observation 75 -2.68 10.35 10.35 0.00000 0.00526
Observation 76 -2.67 10.38 10.38 0.00000 0.00540
Observation 77 -2.66 10.40 10.4 0.00000 0.00555
Observation 78 -2.65 10.42 10.42 0.00000 0.00570
Observation 79 -2.64 10.44 10.44 0.00000 0.00585
Observation 80 -2.63 10.46 10.46 0.00000 0.00600
Observation 81 -2.62 10.48 10.48 0.00000 0.00616
Observation 82 -2.61 10.50 10.5 0.00000 0.00633
Observation 83 -2.60 10.52 10.52 0.00000 0.00649
Observation 84 -2.59 10.54 10.54 0.00000 0.00666
Observation 85 -2.58 10.56 10.56 0.00000 0.00684
Observation 86 -2.57 10.58 10.58 0.00000 0.00702
Observation 87 -2.56 10.61 10.61 0.00000 0.00720
Observation 88 -2.55 10.63 10.63 0.00000 0.00739
Observation 89 -2.54 10.65 10.65 0.00000 0.00758
Observation 90 -2.53 10.67 10.67 0.00000 0.00777
Observation 91 -2.52 10.69 10.69 0.00000 0.00797
Observation 92 -2.51 10.71 10.71 0.00000 0.00817
Observation 93 -2.50 10.73 10.73 0.00000 0.00838
Observation 94 -2.49 10.75 10.75 0.00000 0.00859
Observation 95 -2.48 10.77 10.77 0.00000 0.00881
Observation 96 -2.47 10.79 10.79 0.00000 0.00903
Observation 97 -2.46 10.81 10.81 0.00000 0.00925
Observation 98 -2.45 10.84 10.84 0.00000 0.00948
Observation 99 -2.44 10.86 10.86 0.00000 0.00972
Observation 100 -2.43 10.88 10.88 0.00000 0.00996
Observation 101 -2.42 10.90 10.9 0.00000 0.01020
Observation 102 -2.41 10.92 10.92 0.00000 0.01045
Observation 103 -2.40 10.94 10.94 0.00000 0.01071
Observation 104 -2.39 10.96 10.96 0.00000 0.01097
Observation 105 -2.38 10.98 10.98 0.00000 0.01123
Observation 106 -2.37 11.00 11 0.00000 0.01150
Observation 107 -2.36 11.02 11.02 0.00000 0.01178
Observation 108 -2.35 11.04 11.04 0.00000 0.01206
Observation 109 -2.34 11.07 11.07 0.00000 0.01234
Observation 110 -2.33 11.09 11.09 0.00000 0.01263
Observation 111 -2.32 11.11 11.11 0.00000 0.01293
Observation 112 -2.31 11.13 11.13 0.00000 0.01323
Observation 113 -2.30 11.15 11.15 0.00000 0.01354
Observation 114 -2.29 11.17 11.17 0.00000 0.01386
Observation 115 -2.28 11.19 11.19 0.00000 0.01418
Observation 116 -2.27 11.21 11.21 0.00000 0.01450
Observation 117 -2.26 11.23 11.23 0.00000 0.01484
Observation 118 -2.25 11.25 11.25 0.00000 0.01517
Observation 119 -2.24 11.27 11.27 0.00000 0.01552
Observation 120 -2.23 11.30 11.3 0.00000 0.01587
Observation 121 -2.22 11.32 11.32 0.00000 0.01623
Observation 122 -2.21 11.34 11.34 0.00000 0.01659
Observation 123 -2.20 11.36 11.36 0.00000 0.01696
Observation 124 -2.19 11.38 11.38 0.00000 0.01734
Observation 125 -2.18 11.40 11.4 0.00000 0.01772
Observation 126 -2.17 11.42 11.42 0.00000 0.01811
Observation 127 -2.16 11.44 11.44 0.00000 0.01851
Observation 128 -2.15 11.46 11.46 0.00000 0.01891
Observation 129 -2.14 11.48 11.48 0.00000 0.01932
Observation 130 -2.13 11.50 11.5 0.00000 0.01974
Observation 131 -2.12 11.53 11.53 0.00000 0.02016
Observation 132 -2.11 11.55 11.55 0.00000 0.02059
Observation 133 -2.10 11.57 11.57 0.00000 0.02103
Observation 134 -2.09 11.59 11.59 0.00000 0.02147
Observation 135 -2.08 11.61 11.61 0.00000 0.02193
Observation 136 -2.07 11.63 11.63 0.00000 0.02239
Observation 137 -2.06 11.65 11.65 0.02285 0.00000
Observation 138 -2.05 11.67 11.67 0.02333 0.00000
Observation 139 -2.04 11.69 11.69 0.02381 0.00000
Observation 140 -2.03 11.71 11.71 0.02430 0.00000
Observation 141 -2.02 11.73 11.73 0.02480 0.00000
Observation 142 -2.01 11.76 11.76 0.02530 0.00000
Observation 143 -2.00 11.78 11.78 0.02581 0.00000
Observation 144 -1.99 11.80 11.8 0.02633 0.00000
Observation 145 -1.98 11.82 11.82 0.02686 0.00000
Observation 146 -1.97 11.84 11.84 0.02740 0.00000
Observation 147 -1.96 11.86 11.86 0.02794 0.00000
Observation 148 -1.95 11.88 11.88 0.02849 0.00000
Observation 149 -1.94 11.90 11.9 0.02905 0.00000
Observation 150 -1.93 11.92 11.92 0.02962 0.00000
Observation 151 -1.92 11.94 11.94 0.03019 0.00000
Observation 152 -1.91 11.96 11.96 0.03078 0.00000
Observation 153 -1.90 11.99 11.99 0.03137 0.00000
Observation 154 -1.89 12.01 12.01 0.03197 0.00000
Observation 155 -1.88 12.03 12.03 0.03258 0.00000
Observation 156 -1.87 12.05 12.05 0.03320 0.00000
Observation 157 -1.86 12.07 12.07 0.03382 0.00000
Observation 158 -1.85 12.09 12.09 0.03445 0.00000
Observation 159 -1.84 12.11 12.11 0.03510 0.00000
Observation 160 -1.83 12.13 12.13 0.03575 0.00000
Observation 161 -1.82 12.15 12.15 0.03640 0.00000
Observation 162 -1.81 12.17 12.17 0.03707 0.00000
Observation 163 -1.80 12.20 12.2 0.03775 0.00000
Observation 164 -1.79 12.22 12.22 0.03843 0.00000
Observation 165 -1.78 12.24 12.24 0.03912 0.00000
Observation 166 -1.77 12.26 12.26 0.03982 0.00000
Observation 167 -1.76 12.28 12.28 0.04053 0.00000
Observation 168 -1.75 12.30 12.3 0.04125 0.00000
Observation 169 -1.74 12.32 12.32 0.04197 0.00000
Observation 170 -1.73 12.34 12.34 0.04271 0.00000
Observation 171 -1.72 12.36 12.36 0.04345 0.00000
Observation 172 -1.71 12.38 12.38 0.04420 0.00000
Observation 173 -1.70 12.40 12.4 0.04496 0.00000
Observation 174 -1.69 12.43 12.43 0.04573 0.00000
Observation 175 -1.68 12.45 12.45 0.04651 0.00000
Observation 176 -1.67 12.47 12.47 0.04730 0.00000
Observation 177 -1.66 12.49 12.49 0.04809 0.00000
Observation 178 -1.65 12.51 12.51 0.04889 0.00000
Observation 179 -1.64 12.53 12.53 0.04970 0.00000
Observation 180 -1.63 12.55 12.55 0.05052 0.00000
Observation 181 -1.62 12.57 12.57 0.05135 0.00000
Observation 182 -1.61 12.59 12.59 0.05219 0.00000
Observation 183 -1.60 12.61 12.61 0.05303 0.00000
Observation 184 -1.59 12.63 12.63 0.05388 0.00000
Observation 185 -1.58 12.66 12.66 0.05474 0.00000
Observation 186 -1.57 12.68 12.68 0.05561 0.00000
Observation 187 -1.56 12.70 12.7 0.05649 0.00000
Observation 188 -1.55 12.72 12.72 0.05738 0.00000
Observation 189 -1.54 12.74 12.74 0.05827 0.00000
Observation 190 -1.53 12.76 12.76 0.05917 0.00000
Observation 191 -1.52 12.78 12.78 0.06008 0.00000
Observation 192 -1.51 12.80 12.8 0.06100 0.00000
Observation 193 -1.50 12.82 12.82 0.06192 0.00000
Observation 194 -1.49 12.84 12.84 0.06285 0.00000
Observation 195 -1.48 12.86 12.86 0.06379 0.00000
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2.99 22.21 22.21 0.00000 0.00218
3.00 22.23 22.23 0.00000 0.00212
3.01 22.26 22.26 0.00000 0.00206
3.02 22.28 22.28 0.00000 0.00200
3.03 22.30 22.3 0.00000 0.00194
3.04 22.32 22.32 0.00000 0.00188
3.05 22.34 22.34 0.00000 0.00182
3.06 22.36 22.36 0.00000 0.00177
3.07 22.38 22.38 0.00000 0.00171
3.08 22.40 22.4 0.00000 0.00166
3.09 22.42 22.42 0.00000 0.00161
3.10 22.44 22.44 0.00000 0.00156
3.11 22.46 22.46 0.00000 0.00151
3.12 22.49 22.49 0.00000 0.00147
3.13 22.51 22.51 0.00000 0.00142
3.14 22.53 22.53 0.00000 0.00138
3.15 22.55 22.55 0.00000 0.00134
3.16 22.57 22.57 0.00000 0.00129
3.17 22.59 22.59 0.00000 0.00125
3.18 22.61 22.61 0.00000 0.00121
3.19 22.63 22.63 0.00000 0.00118
3.20 22.65 22.65 0.00000 0.00114
Use this if the population size is known. It will not impact the results unless it is relatively small.
Input the level of confidence in which you want to be assured of capturing the population mean in the interval.
We are X% confident that the population mean is between the two numbers shown. The red region of the graph illustrates this interval.

Confidence-Mean (raw data)

Confidence-Proportion

Confidence Interval Estimate for the Proportion
Sample Size = 200
Number of Successes = 110 Confidence Interval Estimate + Sampling Error
Confidence Level = 95.00% ---> 0.481 <= P <= 0.619 = 0.55 +/- 0.069
Sample Proportion 0.55
Z Value -1.9599639845
Standard Error of the Proportion 0.0351781182
Interval Half Width 0.069
Finite Population Size = 500 ---> 0.497 <= P <= 0.603 = 0.55 +/- 0.053
FPC Factor 0.7753724297
Interval Half Width 0.0534602579
(X-mu)/sigma (X-mu)/sigma f(X) f(X)
-3.20 0.44 0.437 0.00000 0.06777
-3.19 0.44 0.438 0.00000 0.06997
-3.18 0.44 0.438 0.00000 0.07224
-3.17 0.44 0.438 0.00000 0.07457
-3.16 0.44 0.439 0.00000 0.07696
-3.15 0.44 0.439 0.00000 0.07943
-3.14 0.44 0.44 0.00000 0.08197
-3.13 0.44 0.44 0.00000 0.08458
-3.12 0.44 0.44 0.00000 0.08726
-3.11 0.44 0.441 0.00000 0.09003
-3.10 0.44 0.441 0.00000 0.09287
-3.09 0.44 0.441 0.00000 0.09578
-3.08 0.44 0.442 0.00000 0.09879
-3.07 0.44 0.442 0.00000 0.10187
-3.06 0.44 0.442 0.00000 0.10504
-3.05 0.44 0.443 0.00000 0.10830
-3.04 0.44 0.443 0.00000 0.11165
-3.03 0.44 0.443 0.00000 0.11509
-3.02 0.44 0.444 0.00000 0.11862
-3.01 0.44 0.444 0.00000 0.12225
-3.00 0.44 0.444 0.00000 0.12598
-2.99 0.45 0.445 0.00000 0.12981
-2.98 0.45 0.445 0.00000 0.13375
-2.97 0.45 0.446 0.00000 0.13779
©2007 DrJimMirabella.com -2.96 0.45 0.446 0.00000 0.14193
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-2.92 0.45 0.447 0.00000 0.15964
-2.91 0.45 0.448 0.00000 0.16437
-2.90 0.45 0.448 0.00000 0.16921
-2.89 0.45 0.448 0.00000 0.17418
-2.88 0.45 0.449 0.00000 0.17928
-2.87 0.45 0.449 0.00000 0.18451
-2.86 0.45 0.449 0.00000 0.18987
-2.85 0.45 0.45 0.00000 0.19537
-2.84 0.45 0.45 0.00000 0.20101
-2.83 0.45 0.45 0.00000 0.20679
-2.82 0.45 0.451 0.00000 0.21271
-2.81 0.45 0.451 0.00000 0.21879
-2.80 0.45 0.452 0.00000 0.22501
-2.79 0.45 0.452 0.00000 0.23139
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-2.49 0.46 0.462 0.00000 0.51086
-2.48 0.46 0.463 0.00000 0.52372
-2.47 0.46 0.463 0.00000 0.53684
-2.46 0.46 0.463 0.00000 0.55024
-2.45 0.46 0.464 0.00000 0.56391
-2.44 0.46 0.464 0.00000 0.57787
-2.43 0.47 0.465 0.00000 0.59211
-2.42 0.47 0.465 0.00000 0.60665
-2.41 0.47 0.465 0.00000 0.62148
-2.40 0.47 0.466 0.00000 0.63660
-2.39 0.47 0.466 0.00000 0.65203
-2.38 0.47 0.466 0.00000 0.66777
-2.37 0.47 0.467 0.00000 0.68382
-2.36 0.47 0.467 0.00000 0.70019
-2.35 0.47 0.467 0.00000 0.71687
-2.34 0.47 0.468 0.00000 0.73388
-2.33 0.47 0.468 0.00000 0.75122
-2.32 0.47 0.468 0.00000 0.76889
-2.31 0.47 0.469 0.00000 0.78690
-2.30 0.47 0.469 0.00000 0.80525
-2.29 0.47 0.469 0.00000 0.82394
-2.28 0.47 0.47 0.00000 0.84298
-2.27 0.47 0.47 0.00000 0.86238
-2.26 0.47 0.47 0.00000 0.88214
-2.25 0.47 0.471 0.00000 0.90226
-2.24 0.47 0.471 0.00000 0.92274
-2.23 0.47 0.472 0.00000 0.94360
-2.22 0.47 0.472 0.00000 0.96483
-2.21 0.47 0.472 0.00000 0.98644
-2.20 0.47 0.473 0.00000 1.00843
-2.19 0.47 0.473 0.00000 1.03081
-2.18 0.47 0.473 0.00000 1.05358
-2.17 0.47 0.474 0.00000 1.07674
-2.16 0.47 0.474 0.00000 1.10031
-2.15 0.47 0.474 0.00000 1.12428
-2.14 0.48 0.475 0.00000 1.14866
-2.13 0.48 0.475 0.00000 1.17344
-2.12 0.48 0.475 0.00000 1.19865
-2.11 0.48 0.476 0.00000 1.22427
-2.10 0.48 0.476 0.00000 1.25031
-2.09 0.48 0.476 0.00000 1.27678
-2.08 0.48 0.477 0.00000 1.30368
-2.07 0.48 0.477 0.00000 1.33102
-2.06 0.48 0.478 0.00000 1.35879
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-2.04 0.48 0.478 0.00000 1.41566
-2.03 0.48 0.479 0.00000 1.44476
-2.02 0.48 0.479 0.00000 1.47431
-2.01 0.48 0.479 0.00000 1.50432
-2.00 0.48 0.48 0.00000 1.53479
-1.99 0.48 0.48 0.00000 1.56571
-1.98 0.48 0.48 0.00000 1.59710
-1.97 0.48 0.481 0.00000 1.62896
-1.96 0.48 0.481 0.00000 1.66129
-1.95 0.48 0.481 0.00000 1.69408
-1.94 0.48 0.482 1.72736 0.00000
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-1.86 0.49 0.485 2.01092 0.00000
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0.73 0.58 0.576 8.68800 0.00000
0.74 0.58 0.576 8.62438 0.00000
0.75 0.58 0.576 8.56036 0.00000
0.76 0.58 0.577 8.49597 0.00000
0.77 0.58 0.577 8.43123 0.00000
0.78 0.58 0.577 8.36614 0.00000
0.79 0.58 0.578 8.30072 0.00000
0.80 0.58 0.578 8.23499 0.00000
0.81 0.58 0.578 8.16897 0.00000
0.82 0.58 0.579 8.10266 0.00000
0.83 0.58 0.579 8.03609 0.00000
0.84 0.58 0.58 7.96927 0.00000
0.85 0.58 0.58 7.90221 0.00000
0.86 0.58 0.58 7.83493 0.00000
0.87 0.58 0.581 7.76745 0.00000
0.88 0.58 0.581 7.69979 0.00000
0.89 0.58 0.581 7.63194 0.00000
0.90 0.58 0.582 7.56394 0.00000
0.91 0.58 0.582 7.49580 0.00000
0.92 0.58 0.582 7.42752 0.00000
0.93 0.58 0.583 7.35914 0.00000
0.94 0.58 0.583 7.29065 0.00000
0.95 0.58 0.583 7.22208 0.00000
0.96 0.58 0.584 7.15343 0.00000
0.97 0.58 0.584 7.08474 0.00000
0.98 0.58 0.584 7.01599 0.00000
0.99 0.59 0.585 6.94723 0.00000
1.00 0.59 0.585 6.87844 0.00000
1.01 0.59 0.586 6.80966 0.00000
1.02 0.59 0.586 6.74089 0.00000
1.03 0.59 0.586 6.67215 0.00000
1.04 0.59 0.587 6.60345 0.00000
1.05 0.59 0.587 6.53480 0.00000
1.06 0.59 0.587 6.46623 0.00000
1.07 0.59 0.588 6.39773 0.00000
1.08 0.59 0.588 6.32932 0.00000
1.09 0.59 0.588 6.26102 0.00000
1.10 0.59 0.589 6.19283 0.00000
1.11 0.59 0.589 6.12478 0.00000
1.12 0.59 0.589 6.05687 0.00000
1.13 0.59 0.59 5.98911 0.00000
1.14 0.59 0.59 5.92152 0.00000
1.15 0.59 0.59 5.85410 0.00000
1.16 0.59 0.591 5.78688 0.00000
1.17 0.59 0.591 5.71985 0.00000
1.18 0.59 0.592 5.65303 0.00000
1.19 0.59 0.592 5.58644 0.00000
1.20 0.59 0.592 5.52008 0.00000
1.21 0.59 0.593 5.45396 0.00000
1.22 0.59 0.593 5.38810 0.00000
1.23 0.59 0.593 5.32250 0.00000
1.24 0.59 0.594 5.25717 0.00000
1.25 0.59 0.594 5.19212 0.00000
1.26 0.59 0.594 5.12737 0.00000
1.27 0.60 0.595 5.06292 0.00000
1.28 0.60 0.595 4.99877 0.00000
1.29 0.60 0.595 4.93495 0.00000
1.30 0.60 0.596 4.87145 0.00000
1.31 0.60 0.596 4.80829 0.00000
1.32 0.60 0.596 4.74548 0.00000
1.33 0.60 0.597 4.68302 0.00000
1.34 0.60 0.597 4.62091 0.00000
1.35 0.60 0.597 4.55918 0.00000
1.36 0.60 0.598 4.49782 0.00000
1.37 0.60 0.598 4.43684 0.00000
1.38 0.60 0.599 4.37625 0.00000
1.39 0.60 0.599 4.31606 0.00000
1.40 0.60 0.599 4.25627 0.00000
1.41 0.60 0.6 4.19688 0.00000
1.42 0.60 0.6 4.13792 0.00000
1.43 0.60 0.6 4.07937 0.00000
1.44 0.60 0.601 4.02125 0.00000
1.45 0.60 0.601 3.96356 0.00000
1.46 0.60 0.601 3.90631 0.00000
1.47 0.60 0.602 3.84950 0.00000
1.48 0.60 0.602 3.79313 0.00000
1.49 0.60 0.602 3.73722 0.00000
1.50 0.60 0.603 3.68177 0.00000
1.51 0.60 0.603 3.62677 0.00000
1.52 0.60 0.603 3.57224 0.00000
1.53 0.60 0.604 3.51818 0.00000
1.54 0.60 0.604 3.46458 0.00000
1.55 0.61 0.605 3.41147 0.00000
1.56 0.61 0.605 3.35883 0.00000
1.57 0.61 0.605 3.30667 0.00000
1.58 0.61 0.606 3.25500 0.00000
1.59 0.61 0.606 3.20382 0.00000
1.60 0.61 0.606 3.15312 0.00000
1.61 0.61 0.607 3.10292 0.00000
1.62 0.61 0.607 3.05321 0.00000
1.63 0.61 0.607 3.00399 0.00000
1.64 0.61 0.608 2.95528 0.00000
1.65 0.61 0.608 2.90706 0.00000
1.66 0.61 0.608 2.85934 0.00000
1.67 0.61 0.609 2.81213 0.00000
1.68 0.61 0.609 2.76542 0.00000
1.69 0.61 0.609 2.71921 0.00000
1.70 0.61 0.61 2.67351 0.00000
1.71 0.61 0.61 2.62831 0.00000
1.72 0.61 0.611 2.58362 0.00000
1.73 0.61 0.611 2.53944 0.00000
1.74 0.61 0.611 2.49576 0.00000
1.75 0.61 0.612 2.45258 0.00000
1.76 0.61 0.612 2.40992 0.00000
1.77 0.61 0.612 2.36776 0.00000
1.78 0.61 0.613 2.32610 0.00000
1.79 0.61 0.613 2.28495 0.00000
1.80 0.61 0.613 2.24430 0.00000
1.81 0.61 0.614 2.20415 0.00000
1.82 0.61 0.614 2.16451 0.00000
1.83 0.61 0.614 2.12536 0.00000
1.84 0.62 0.615 2.08672 0.00000
1.85 0.62 0.615 2.04857 0.00000
1.86 0.62 0.615 2.01092 0.00000
1.87 0.62 0.616 1.97376 0.00000
1.88 0.62 0.616 1.93710 0.00000
1.89 0.62 0.616 1.90093 0.00000
1.90 0.62 0.617 1.86525 0.00000
1.91 0.62 0.617 1.83005 0.00000
1.92 0.62 0.618 1.79534 0.00000
1.93 0.62 0.618 1.76111 0.00000
1.94 0.62 0.618 1.72736 0.00000
1.95 0.62 0.619 0.00000 1.69408
1.96 0.62 0.619 0.00000 1.66129
1.97 0.62 0.619 0.00000 1.62896
1.98 0.62 0.62 0.00000 1.59710
1.99 0.62 0.62 0.00000 1.56571
2.00 0.62 0.62 0.00000 1.53479
2.01 0.62 0.621 0.00000 1.50432
2.02 0.62 0.621 0.00000 1.47431
2.03 0.62 0.621 0.00000 1.44476
2.04 0.62 0.622 0.00000 1.41566
2.05 0.62 0.622 0.00000 1.38700
2.06 0.62 0.622 0.00000 1.35879
2.07 0.62 0.623 0.00000 1.33102
2.08 0.62 0.623 0.00000 1.30368
2.09 0.62 0.624 0.00000 1.27678
2.10 0.62 0.624 0.00000 1.25031
2.11 0.62 0.624 0.00000 1.22427
2.12 0.63 0.625 0.00000 1.19865
2.13 0.63 0.625 0.00000 1.17344
2.14 0.63 0.625 0.00000 1.14866
2.15 0.63 0.626 0.00000 1.12428
2.16 0.63 0.626 0.00000 1.10031
2.17 0.63 0.626 0.00000 1.07674
2.18 0.63 0.627 0.00000 1.05358
2.19 0.63 0.627 0.00000 1.03081
2.20 0.63 0.627 0.00000 1.00843
2.21 0.63 0.628 0.00000 0.98644
2.22 0.63 0.628 0.00000 0.96483
2.23 0.63 0.628 0.00000 0.94360
2.24 0.63 0.629 0.00000 0.92274
2.25 0.63 0.629 0.00000 0.90226
2.26 0.63 0.63 0.00000 0.88214
2.27 0.63 0.63 0.00000 0.86238
2.28 0.63 0.63 0.00000 0.84298
2.29 0.63 0.631 0.00000 0.82394
2.30 0.63 0.631 0.00000 0.80525
2.31 0.63 0.631 0.00000 0.78690
2.32 0.63 0.632 0.00000 0.76889
2.33 0.63 0.632 0.00000 0.75122
2.34 0.63 0.632 0.00000 0.73388
2.35 0.63 0.633 0.00000 0.71687
2.36 0.63 0.633 0.00000 0.70019
2.37 0.63 0.633 0.00000 0.68382
2.38 0.63 0.634 0.00000 0.66777
2.39 0.63 0.634 0.00000 0.65203
2.40 0.63 0.634 0.00000 0.63660
2.41 0.64 0.635 0.00000 0.62148
2.42 0.64 0.635 0.00000 0.60665
2.43 0.64 0.635 0.00000 0.59211
2.44 0.64 0.636 0.00000 0.57787
2.45 0.64 0.636 0.00000 0.56391
2.46 0.64 0.637 0.00000 0.55024
2.47 0.64 0.637 0.00000 0.53684
2.48 0.64 0.637 0.00000 0.52372
2.49 0.64 0.638 0.00000 0.51086
2.50 0.64 0.638 0.00000 0.49827
2.51 0.64 0.638 0.00000 0.48595
2.52 0.64 0.639 0.00000 0.47388
2.53 0.64 0.639 0.00000 0.46206
2.54 0.64 0.639 0.00000 0.45050
2.55 0.64 0.64 0.00000 0.43917
2.56 0.64 0.64 0.00000 0.42810
2.57 0.64 0.64 0.00000 0.41726
2.58 0.64 0.641 0.00000 0.40665
2.59 0.64 0.641 0.00000 0.39627
2.60 0.64 0.641 0.00000 0.38612
2.61 0.64 0.642 0.00000 0.37619
2.62 0.64 0.642 0.00000 0.36648
2.63 0.64 0.643 0.00000 0.35699
2.64 0.64 0.643 0.00000 0.34770
2.65 0.64 0.643 0.00000 0.33863
2.66 0.64 0.644 0.00000 0.32975
2.67 0.64 0.644 0.00000 0.32108
2.68 0.64 0.644 0.00000 0.31261
2.69 0.65 0.645 0.00000 0.30433
2.70 0.65 0.645 0.00000 0.29623
2.71 0.65 0.645 0.00000 0.28833
2.72 0.65 0.646 0.00000 0.28060
2.73 0.65 0.646 0.00000 0.27306
2.74 0.65 0.646 0.00000 0.26569
2.75 0.65 0.647 0.00000 0.25850
2.76 0.65 0.647 0.00000 0.25148
2.77 0.65 0.647 0.00000 0.24462
2.78 0.65 0.648 0.00000 0.23792
2.79 0.65 0.648 0.00000 0.23139
2.80 0.65 0.648 0.00000 0.22501
2.81 0.65 0.649 0.00000 0.21879
2.82 0.65 0.649 0.00000 0.21271
2.83 0.65 0.65 0.00000 0.20679
2.84 0.65 0.65 0.00000 0.20101
2.85 0.65 0.65 0.00000 0.19537
2.86 0.65 0.651 0.00000 0.18987
2.87 0.65 0.651 0.00000 0.18451
2.88 0.65 0.651 0.00000 0.17928
2.89 0.65 0.652 0.00000 0.17418
2.90 0.65 0.652 0.00000 0.16921
2.91 0.65 0.652 0.00000 0.16437
2.92 0.65 0.653 0.00000 0.15964
2.93 0.65 0.653 0.00000 0.15504
2.94 0.65 0.653 0.00000 0.15056
2.95 0.65 0.654 0.00000 0.14619
2.96 0.65 0.654 0.00000 0.14193
2.97 0.65 0.654 0.00000 0.13779
2.98 0.66 0.655 0.00000 0.13375
2.99 0.66 0.655 0.00000 0.12981
3.00 0.66 0.656 0.00000 0.12598
3.01 0.66 0.656 0.00000 0.12225
3.02 0.66 0.656 0.00000 0.11862
3.03 0.66 0.657 0.00000 0.11509
3.04 0.66 0.657 0.00000 0.11165
3.05 0.66 0.657 0.00000 0.10830
3.06 0.66 0.658 0.00000 0.10504
3.07 0.66 0.658 0.00000 0.10187
3.08 0.66 0.658 0.00000 0.09879
3.09 0.66 0.659 0.00000 0.09578
3.10 0.66 0.659 0.00000 0.09287
3.11 0.66 0.659 0.00000 0.09003
3.12 0.66 0.66 0.00000 0.08726
3.13 0.66 0.66 0.00000 0.08458
3.14 0.66 0.66 0.00000 0.08197
3.15 0.66 0.661 0.00000 0.07943
3.16 0.66 0.661 0.00000 0.07696
3.17 0.66 0.662 0.00000 0.07457
3.18 0.66 0.662 0.00000 0.07224
3.19 0.66 0.662 0.00000 0.06997
3.20 0.66 0.663 0.00000 0.06777
Use this if the population size is known. It will not impact the results unless it is relatively small.
Input the level of confidence in which you want to be assured of capturing the population mean in the interval.
We are X% confident that the population mean is between the two numbers shown. The red region of the graph illustrates this interval.

Confidence-Proportion
Use this if the population size is known. It will not impact the results unless it is relatively small.
We are X% confident that the population proportion is between the two numbers shown. The red region of the graph illustrates this interval.
Input the level of confidence in which you want to be assured of capturing the population proportion in the interval.
This is the number of observations in the sample that meet a specified condition. Just because it is called a "success" doesn't imply the condition is a good one.