Interpreting Data and Quantitative Fluency: Charts One and Two
Interpreting Data and Quantitative Fluency: Charts One and Two
THIS PAPER IS ONLY TO BE USED AS YOUR GUIDE BECAUSE THIS PAPER WAS JUST SUBMITTED BY THE SAME PROFESSOR IN MAY. SO, WE JUST WANT TO USE THIS FOR IDEAS TO BUILD OFF OF ONLY
Quantitative data is information about quantities of data that can be measured and recorded
numerically. Other components of quantitative data are, focuses on numbers, can be represented
using graphs, charts, tables, and maps, as well as data, can be displayed over time such as in a
line chart (Bachman & Schutt, 2019). It is important to arrange the information you have
gathered before conducting a proper analysis. It helps a researcher to better interpret what has
been observed by organizing the data. Most data collected by researchers is quantitative, and
data tables and charts are commonly used to organize the data. While graphs are generated from
data tables. They give the observer a visual representation of the findings, which makes analysis
and coming to conclusions easier. Relevant conclusions are dependent on data organization and
interpretation. Interpretation is the process of making sense of data (Oakparkusd.org., 2013).
The first one I did was a horizontal bar chart; this is a diagram where numerical values of
variables are displayed by the height or length of lines or rectangles of equal width
(YourDictionary.com., n.d.). The quantitative data on the first graph is for the offender’s age
based on the offender’s gender and what type of crime they committed. What the quantitative
data tells us is that the average female offender was 33 years old, and the average male offender
was around 19 years old. It also informs us that 28 percent of the crimes were for drug
possession while roughly 25 percent were for theft. The bar graph verifies the same information
by showing us with rectangle horizontal bars that are color-coded. The females are expressed
with blue and the males by green. The length of the bars gives a mental picture of the difference
between the age of females and males when they tend to commit crimes. Females being much
older than males. As well as it shows that the average male offender was between 17 to 20 years
and the average female was 33 to 34 years old. The quantitative data also shows us that an
accumulative Grand Total of 26.5 percent of crimes committed is theft and possession of drugs.
The second chart I did was a pie chart or circle chart, it is a visual representation of data as a
percentage of the total. Each part of the circle represents a piece of the information gathered. The
pie chart depicts the overall composition of different elements. The pie chart's total value is
always 100 percent. Each fraction or proportion of the total is represented by a portion of the
circle. It is not always a good type of graph to use because some things are not conveyed
correctly by the observer. For example, when you use a 3-D graphic for the pie chart it may alter
the size of the pieces of pie sending the wrong visual stimuli to the observer (Lane, 2013). You
also do not get the amount of information you can get from charts or graphs like a histogram. But
if you are wanting to pinpoint a single action or point out a particular fact a pie chart can be
immensely helpful. For instance, in the second chart, I only wanted to depict the offenses
involving possession of drugs and what time of day they were more likely to occur. The pie chart
or circle chart shows me that about 75 percent of drug possession crimes were committed in the
early morning and morning hours. 20 percent being early morning and 55 percent being in the
morning. This statistic would have been different had the theft crimes been included. The legend
or key in the chart represents how the different colors portray the different times of the day. This
makes it visually easier to understand what the chart is trying to point out in the research.
References
Bachman, R. D., & Schutt, R. K. (2019). The practice of research in criminology and criminal
justice (7th ed.). (Ch. 14). (pp. 404-415 and 426-444). Thousand Oaks, CA: SAGE
Publications.
Lane, D. (2013, April 22). Qualitative variables. Retrieved from
https://courses.lumenlearning.com/boundless-statistics/chapter/frequencydistributions- for-qualitative-data/
Oakparkusd.org. (2013, September 20). Why do scientists use charts and graphs? [PDF]
Retrieved from https://file///C:/Users/brand/Downloads/Organizing%20Data.pdf
YourDictionary.com. (n.d.). Examples of quantitative data. Retrieved from
https://examples.yourdictionary.com/examples-of-quantitative.html