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Theorem 5-6. (c) Distribution of the Product of two Random Variables. Let X and Y be two independent continuous r.v.'s. Then the p.d.f. of their product U = XY, is given by : h (u) = [ fa(x, ") dx (5-31) | fxr x, ... %3D

Theorem 5-6. (c) Distribution of the Product of two Random Variables. Let X and Y be two independent continuous r.v.'s. Then the p.d.f. of their product U = XY, is given by : h (u) = [ fa(x, ") dx (5-31) | fxr x, ... %3D

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Prove the theorem

Theorem 5.6. (c) Distribution of the Product of two Random Variables. Let X and Y be two independent continuous r.v.'s. Then the p.d.f. of their product U = XY, is gie'n by : dx fxr(x, ) TxI h (u) ... (5-31) | x |
Transcribed Image Text:Theorem 5.6. (c) Distribution of the Product of two Random Variables. Let X and Y be two independent continuous r.v.'s. Then the p.d.f. of their product U = XY, is gie'n by : dx fxr(x, ) TxI h (u) ... (5-31) | x |
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