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A sample of size 10 is taken from the first population: Sample mean of 101.2 and...

  • A sample of size 10 is taken from the first population: Sample mean of 101.2 and sample variance of 18.1
  • A sample of size 14 is taken from the second population: Sample mean of 98.7 and sample variance of 9.7

a)In order to decide whether pooling is appropriate or not, performing a test at α = 0.2 level of significance : Find the rejection region.

b)In order to decide whether pooling is appropriate or not, performing a test at α = 0.2 level of significance : Find the observed value of the test statistic.

c)If a significance level, not necessarily equal to the choice of questions a and c, is used when the decision on pooling is made and pooling is found to be appropriate: We wish to compare the means of two populations at α = 0.1 level, testing: Ho: μ1 = μ2 (against H1: μ1 > μ2). Find the rejection region.

Need an answer for c is important.

Math   Statistics-And-Probability   
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