(Confidence Intervals) Using $ \alpha = 0.95

$ and values for K and N that you choose, confirm that the critical values $ \chi^2_{K; 1 - \alpha} $ in the infeasible confidence interval (10.7) are smaller than the values $ K F_{K, N - K; 1 - \alpha} $ in the feasible confidence interval (10.10). What can you conclude about the expected squared radius of the feasible confidence interval relative to the infeasible confidence interval?