Find parameters m u m2, cr2, and p such that the following probability density functions can be written in the form of a bivariate normal density function. In each case, find the marginal probability density functions /*(x), f v( y ) and the conditional probability density function fx\v(x\y).

(a) (b) 115 - 34)]. fx.r(x,y) = exp [ 1 (x + y + 6x 10y + 34) ; exp[ fxx(x,y) = 23 exp[-(x + 3y - 1xy - 2x + y + ++