939bec60-determine-the-critical-values-for-the-test-ha12-ha-mu1-neq-mu2-002-alph

Question

Determine the critical value(s) for the test: Ha:μ1≠μ2 H_a: \$$mu_1$$ 
eq \$$mu_2$$ , α=0.02 \alpha = 0.02 , n1=12 $$n_1 = 12$$ , n2=14 $$n_2 = 14 . $$Assume random, independent samples, normal populations, and equal population variances.

Accepted Answer

±2.492\pm2.492

Answer

±2.552\pm2.552

Answer

±2.624\pm2.624

Answer

±2.797\pm2.797

Determine the critical value(s) for the test: Ha:μ1≠μ2 H_a: \(\mu\)_1 \(\neq\) \(\mu\)_2 , α=0.02 \(\alpha\) = 0.02 , n1=12 n_1 = 12 , n2=14 n_2 = 14 . Assume random, independent samples, normal populations, and equal population variances.

Determine the critical value(s) for the test: $H_{a} : μ_{1} \neq μ_{2}$ , $α = 0.02$ , $n_{1} = 12$ , $n_{2} = 14$ . Assume random, independent samples, normal populations, and equal population variances.