In determining the Joint density fyys (11ya) for random variables X, and X, with the transforms...
In determining the Joint density fyys (v1.91) for random variables X, and X, with the transforms 91 (*1, 12) = y1 = 1122 and 92(+1,22) = y2 = 1/2 and inverse transforms hi (91, y) = 21 = 112 and h(y, wa) = = 2 = we need to determine the Jacoblan. The matrix is formed as 8h ah Oy, ay Jhutz (w, z) = Bha ah VI Oy Oy Question 4 is the 512 O first row, second column...
In determining the Joint density fry (192) for random variables X, and X, with the transforms 91 (41,42) = y1 = 132 and 91 (1,5) = 72 = 21/42 and inverse transforms hi (91, ya) = D1 = 199 and ha(91,32) = 12 = 22 = VA we need to determine the Jacobian. The matrix is formed as Oh, Oh, ду, JMA (w, ) - aha ah Oy By ovi Question 3 12 is the second row, first column entry...
In determining the joint density (nya) for random variables X, and X, with the transforms 9 (1,22) = y = 13 and (21,29) = y2 = **/ and Inverse transforms hi(11,5) = = 2 = 19 and ha(y1, 42) = we need to determine the Jacoblan. The matrix is formed as ak ah By ду Bha 9 32 ah dys Question 1 1 pts 41 is the first row, first column entry of this matrix determinate of this matrix second...