2 Now that x 0 05 is known to be 5.991, the critical values can be found for the pairwise differences. Recall that population 1 has a sample proportion of p, = 0.576 and sample size nj = 250. Population 2 has a sample proportion of p2 = 0.48 and sample size n2 = 300. Find the critical value for the pairwise difference between populations / = 1 and j = 2, CV12, rounding the result to four decimal places. CVij = 2 pi(1 - P)) + Pj(1 - Pj) Xa ni nj CV 12 = V 2 P1(1 - P1) P2(1 - P2) X 0.05 n1 n2 0.576(1 - 0.576) 0.48(1 - 0.48) = + 250 300 = Submit Skip (you cannot come back)