A univariate random variable, X, follows a distribution with vector parameter 0 = 2 ) , both unknown. With data that was obtained via a survey, the MLE estimates of / and of were calculated. Thus we got a vector of estimates 0 = 20 Using R, we found the negative of the Hessian matrix of the log likelihood function, which is given by - Hessian = ( 05 5 0.5 1 The asymptotic standard error of 62 is: Select one: O a. 2 O b. 1.732 O c. 1.025 O d. 2.236