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Exercise 11. Let Xi,y, be random variables with joint PDF fXiXi. Let X2,Y2 be random variables with joint PDF fx2,Y2. Let T: R2R2 and let S: R2 -R2 so that ST(x, y) (z, y) and TS(a, y) (x, y) for every (x, y) E R2. Let J(x, y) denote the determinant of the Jacobian of S at (x,y. Using the change of variables formula from multivariable calculus, show that

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With the help of bijective function and transformation of variable we proof the given result.

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Exercise 11. Let Xi,y, be random variables with joint PDF fXiXi. Let X2,Y2 be random variables...
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