Let the pdf of the random variable Y be fy (y) = ce¬Ay,y > 0, for some constant c. Let V € {-1, +1} be such that P (V = 1) = 0.5. Assume that V,Y are independent. Find the distribution of X = VY.

Extracted text: Let the pdf of the random variable Y be fy (y) = ce¬Ay,y > 0, for some constant c. Let V € {-1, +1} be such that P (V = 1) = 0.5. Assume that V,Y are independent. Find the distribution of X = VY.