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e short form of the gene. They find that 26 of the subjects in their study have at least one copy of the short form of the gene, fa 0.0668. What is the best interpretation of this p-value? O The probability we would reject the null hypothesis, if in reality the population proportion were 0.26, is 0.0668. The probability we would reject the null hypothesis, if in reality the population proportion were 0.2, is 0.0668. The probability we would find a sample proportion of 0.2 or greater if in reality the populatio

e short form of the gene. They find that 26 of the subjects in their study have at least one copy of the short form of the gene, fa 0.0668. What is the best interpretation of this p-value? O The probability we would reject the null hypothesis, if in reality the population proportion were 0.26, is 0.0668. The probability we would reject the null hypothesis, if in reality the population proportion were 0.2, is 0.0668. The probability we would find a sample proportion of 0.2 or greater if in reality the populatio

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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A gene comes in 2 forms, a short form and a long form. In the population, 20% of people have at least one copy of the short form of the gene. Researchers believe that the short form of the gene is linked to having diabetes. They want to test their theory that more than 20% of all diabetics have at least one copy of the short form of the gene. To test their theory, they randomly select 100 diabetics and have them tested for the short form of the gene. They find that 26 of the subjects in their study have at least one copy of the short form of the gene, for a p-value of 0.0668. What is the best, interpretation of this p - value? The probability we would reject the null hypothesis, if in reality the population proportion were 0.26, is 0.0668. The probability we would reject the null hypothesis, if in reality the population proportion were 0.2, is 0.0668. The probability we would find a sample proportion of 0.2 or greater, if in reality the population proportion were 0.26, is 0.0668. The probability we would find a sample proportion of 0.26 or greater, if in reality the population proportion were 0.2, is 0.0668.
Transcribed Image Text:A gene comes in 2 forms, a short form and a long form. In the population, 20% of people have at least one copy of the short form of the gene. Researchers believe that the short form of the gene is linked to having diabetes. They want to test their theory that more than 20% of all diabetics have at least one copy of the short form of the gene. To test their theory, they randomly select 100 diabetics and have them tested for the short form of the gene. They find that 26 of the subjects in their study have at least one copy of the short form of the gene, for a p-value of 0.0668. What is the best, interpretation of this p - value? The probability we would reject the null hypothesis, if in reality the population proportion were 0.26, is 0.0668. The probability we would reject the null hypothesis, if in reality the population proportion were 0.2, is 0.0668. The probability we would find a sample proportion of 0.2 or greater, if in reality the population proportion were 0.26, is 0.0668. The probability we would find a sample proportion of 0.26 or greater, if in reality the population proportion were 0.2, is 0.0668.
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