A researcher conducts a hypothesis test with a two-sided alternative (meaning HA has a not equal sign) and calculates the p-value. If the researcher had decided to do a hypothesis test with the same data but used a one-sided test (meaning HA has > or < sign), how would have the resulting p-value compared? Group of answer choices The p-value of the one-sided test would have been smaller than the p-value of the two-sided test. The p-value of the one-sided test would have been larger than the p-value of the two-sided test. It would depend if a > or a < is used in the alternative hypothesis; the resulting p-value could be smaller or larger. The entire test would need to be done again to find the p-value.
A researcher conducts a hypothesis test with a two-sided alternative (meaning HA has a not equal sign) and calculates the p-value. If the researcher had decided to do a hypothesis test with the same data but used a one-sided test (meaning HA has > or < sign), how would have the resulting p-value compared? Group of answer choices The p-value of the one-sided test would have been smaller than the p-value of the two-sided test. The p-value of the one-sided test would have been larger than the p-value of the two-sided test. It would depend if a > or a < is used in the alternative hypothesis; the resulting p-value could be smaller or larger. The entire test would need to be done again to find the p-value.
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 researcher conducts a hypothesis test with a two-sided alternative (meaning HA has a not equal sign) and calculates the p-value. If the researcher had decided to do a hypothesis test with the same data but used a one-sided test (meaning HA has > or < sign), how would have the resulting p-value compared?
Group of answer choices
The p-value of the one-sided test would have been smaller than the p-value of the two-sided test.
The p-value of the one-sided test would have been larger than the p-value of the two-sided test.
It would depend if a > or a < is used in the alternative hypothesis; the resulting p-value could be smaller or larger.
The entire test would need to be done again to find the p-value.
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