atistic-comparing-group-1-and-group-3-and-give-the-two-tailed-p-value-use-df-n-k

Question

In a study with k = 4 groups each with n = 20 (so N = 80), the ANOVA MSE = 4. Two group sample means are x̄_{1} = 5.0 and x̄_{3} = 3.0. Compute the pairwise t-statistic comparing group 1 and group 3 and give the two-tailed p-value (use df = N − k).

Accepted Answer

t ≈ 3.16, two-tailed p ≈ 0.0021

Answer

t ≈ 1.58, two-tailed p ≈ 0.12

Answer

t ≈ 4.47, two-tailed p ≈ 0.0001

Answer

t ≈ 0.79, two-tailed p ≈ 0.43

In a study with k = 4 groups each with n = 20 (so N = 80), the ANOVA MSE = 4. Two group sample means are x̄1 = 5.0 and x̄3 = 3.0. Compute the pairwise t-statistic comparing group 1 and group 3 and give the two-tailed p-value (use df = N − k).

In a study with k = 4 groups each with n = 20 (so N = 80), the ANOVA MSE = 4. Two group sample means are x̄₁ = 5.0 and x̄₃ = 3.0. Compute the pairwise t-statistic comparing group 1 and group 3 and give the two-tailed p-value (use df = N − k).