In: Statistics and Probability
Using the normal distribution as a guide, match the percent of cases you would expect to fall below each of the standard deviation scores below.
0 sd
[ Choose ] 84.13% 99.87% 15.87% 2.28% 50% 0.13%
1 sd
[ Choose ] 84.13% 99.87% 15.87% 2.28% 50% 0.13%
3 sd
[ Choose ] 84.13% 99.87% 15.87% 2.28% 50% 0.13%
-1 sd
[ Choose ] 84.13% 99.87% 15.87% 2.28% 50% 0.13%
-2 sd
[ Choose ] 84.13% 99.87% 15.87% 2.28% 50% 0.13%
-3 sd
[ Choose ] 84.13% 99.87% 15.87% 2.28% 50% 0.13%
Solution :
Here, using the normal distribution as a guide, we have to match the percent of cases you would expect to fall below each of the standard deviation scores below.
So, here, in each of the cases, we have to find the
Cumulative Density Function (CDF) of the different deviations from
the Mean. Let the Mean and Standard Deviation of the Standard
Normal Distribution be
and
respectively.
Thus, the Correct Matches are given below !!
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