p.d.f. X and Y are two independent continuous random variables. X and Y share the same f(t) = 3 14, for t > 1 Lo 0, otherwise. 1 Define a new random variable Z = max{X,Y}. Find E[Z]. (Hint: First, recall the last problem in the review problems for Exam 1. Seocnd, given the c.d.f, how to find the p.d.f?)

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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p.d.f.
X and Y are two independent continuous random variables. X and Y share the same
= {
f(t)
3
14,
Define a new random variable Z
=
0,
1
for t > 1
otherwise.
max{X,Y}. Find E[Z]. (Hint: First, recall the last problem
in the review problems for Exam 1. Seocnd, given the c.d.f, how to find the p.d.f?)
Transcribed Image Text:p.d.f. X and Y are two independent continuous random variables. X and Y share the same = { f(t) 3 14, Define a new random variable Z = 0, 1 for t > 1 otherwise. max{X,Y}. Find E[Z]. (Hint: First, recall the last problem in the review problems for Exam 1. Seocnd, given the c.d.f, how to find the p.d.f?)
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