Suppose that X is a continuous rv with pdf f(x) supported on 20. Let F(x) be the cdf. Show that E(X) = *° aƒ (x) dx = √ (1 —– F(x)) dr . 0 Hint: Since x > 0, you can write x = Sdt. Plug this into the definition of the expected value and swap the order of integration (and look at your Vector Calculus notes to confirm that you can swap the order of integration).
Suppose that X is a continuous rv with pdf f(x) supported on 20. Let F(x) be the cdf. Show that E(X) = *° aƒ (x) dx = √ (1 —– F(x)) dr . 0 Hint: Since x > 0, you can write x = Sdt. Plug this into the definition of the expected value and swap the order of integration (and look at your Vector Calculus notes to confirm that you can swap the order of integration).
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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