Suppose two independent random samples of sizes n1 = 9 and n2 = 7 that have been taken from two normally distributed populations having variances σ21 and σ22 give sample variances of s12 = 100 and s22 = 20.
(a) Test H0: σ21 = σ22 versus Ha: σ21 ≠ σ22 with α = .05. What do you conclude? (Round your answers to F to the nearest whole number and F.025 to 2 decimal places.)
F = F.025 =
(b) Test H0: σ21 < σ22 versus Ha: σ21 > σ22 with α = .05. What do you conclude? (Round your answers to F to the nearest whole number and F.025 to 2 decimal places.)
F = F.05 =