# Determine the value of (p 1 ) for Scheffé’s test for (a) P = 3, n = 7, = Option. 01; (b) P = 5, n =.

Determine the value of (p 1 ) for Scheffé’s test for (a) P = 3, n = 7, = Option. 01; (b) P = 5, n =.
Determine the value of (p1) for Scheffé’s test for (a) P = 3, n = 7,  =  Option. 01; (b) P = 5, n = 25,  =  Option. 05; (c) P = 4, n1 = 5, n2 = 5, n3 = 6, n4 = 8,  =  Option. 05 Option.   Exercise 11 described an experiment to investigate the phenomenon called learning to learn Option.   a Option.  Estimate the proportion of the population variance in the dependent variable that is accounted for by the three treatments levels Option.   b Option.  Use the Fisher-Hayter test to determine which pairwise contrasts among means are not equal to zero Option.  Let  =  Option. 05 Option.   c Option.  Use Hedges’s g statistic to determine the effect size of the contrasts Option.  Interpret g for those tests that were significant Option.   May 17 2022 10:51 AM

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