A Statistical look at Black versus
White Crime |
|
||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
FBI Statistics (2011) RAW DATA
The data above is what is presented in the FBI statistics for 2012. I have added total lines for race and sex in blue font. In this
analysis, we are only interested in Race data, which is highlighted in
orange, and of that only Black on White (and
White on Black) statistics, which is highlighted in
magenta (pink).
|
|||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
Analysis Frequency of Occurrence (percentage)
Frequency of Occurrence (percentage) What the above table says in words is as follows:
The Frequency of Occurrence Analysis, above, does not factor in the great difference in population -- specifically, the Black population is only 12.5 % of the total population. Or in other words, there are 8 Whites for every 1 Black Murder Rate (Occurrence/100,000) by Race
Murder Rate (Occurrence/100,000) by Race In the table above, population is factored in buy dividing the frequency of occurrence by the sub-population. The total population estimate is given in the FBI data in other tables. The formula for calculation the Murder rates is: Murder Rate equal frequency-of-occurrence divided by sub-population What the above table says in words is as follows:
|
©2013 Simon Revere Mouer III, all rights reserved