year, controls, 18.44 Year-to-year comparison. Rather than comparing the two groups in each we could compare the behavior of each group in the first and second years. The study report says: "Our main prediction was that females receiving additional food in the nestling period should not change laying date the next year, whereas c which (in our area) breed too late in their first year, were expected to advance their 0.63 for laying date in the second year." Comparing days behind the caterpillar peak in Years 1 and 2 gave t = the control group and t = -2.63 for the supplemented group. Are these paired or two-sample t statistics? What are the degrees of freedom for each t? Show that these t-values do not agree with the prediction.
year, controls, 18.44 Year-to-year comparison. Rather than comparing the two groups in each we could compare the behavior of each group in the first and second years. The study report says: "Our main prediction was that females receiving additional food in the nestling period should not change laying date the next year, whereas c which (in our area) breed too late in their first year, were expected to advance their 0.63 for laying date in the second year." Comparing days behind the caterpillar peak in Years 1 and 2 gave t = the control group and t = -2.63 for the supplemented group. Are these paired or two-sample t statistics? What are the degrees of freedom for each t? Show that these t-values do not agree with the prediction.
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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