Question attached as an image:

Let X N2(0, E) where E (p 1) for some p 6 (0,1). Note that E AA for A (p H). Let a = (a1, a2) 6 R2 be xed and we are interested in estimating ,u = F (a) Where F denotes the joint distribution function of the bivariate random vector X. a) Write down an algorithm that only uses uniform random numbers to sample one realization from F