You set a criterion that if you randomly sample someone with IQ that falls into the extreme 5% of the population, this is considered to be an extreme score. If you sample someone whose IQ is 130, can you conclude that this is an extreme score (given the same population mean and standard deviation as presented in Question #1, mean: 100,SD=15)? My question is is there something to do with 5%??? I know the answer is Yes. But, what is 5% indicate here?????
You set a criterion that if you randomly sample someone with IQ that falls into the extreme 5% of the population, this is considered to be an extreme score. If you sample someone whose IQ is 130, can you conclude that this is an extreme score (given the same population mean and standard deviation as presented in Question #1, mean: 100,SD=15)? My question is is there something to do with 5%??? I know the answer is Yes. But, what is 5% indicate here?????
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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3. You set a criterion that if you randomly sample someone with IQ that falls into the
extreme 5% of the population, this is considered to be an extreme score. If you sample
someone whose IQ is 130, can you conclude that this is an extreme score (given the same
population
My question is is there something to do with 5%??? I know the answer is Yes. But, what is 5% indicate here?????
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