Let X1,..., Xn be a random sample from a density f(1-0) where f is symmetric about zero. Consider testing Ho:00 vs. H₁:00.05. The first test rejects for large values of X and the second test rejects for large values of 1-11(x>0}. Derive the asymptotic Bahadur relative efficiency of the tests when f is the standard normal and Laplace densities.