find-the-critical-values-r2chi2r-and-l2chi2l-for-a-confidence-level-of-c090c-090

Question

Find the critical values χR2\$$chi^2_R $$and χL2\$$chi^2_L $$for a confidence level of c=0.90c = 0.90 with a sample size of n=21n = 21.

Accepted Answer

χL2=10.851\chi_{L}^2=10.851χR2=31.410\chi_{R}^2=31.410

Answer

χL2=31.410\chi_{L}^2=31.410χR2=10.851\chi_{R}^2=10.851

Answer

χL2=8.897\chi_{L}^2=8.897χR2=31.410\chi_{R}^2=31.410

Answer

χL2=10.851\chi_{L}^2=10.851χR2=32.671\chi_{R}^2=32.671

Find the critical values χR2\(\chi\)^2_R and χL2\(\chi\)^2_L for a confidence level of c=0.90c = 0.90 with a sample size of n=21n = 21.