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Let X, Y have the joint pdf for x? + y < 1 and æ > 0, y > 0 cx fxy = %3D O.W. where c is some constant. Question part 6: What is Pr X = ? %3D O 12/15 1/4 2/3

Let X, Y have the joint pdf for x? + y < 1 and æ > 0, y > 0 cx fxy = %3D O.W. where c is some constant. Question part 6: What is Pr X = ? %3D O 12/15 1/4 2/3

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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Let X, Y have the joint pdf fxx = { for x? + y² < 1 and æ > 0, y 2 0 cx 0. O.W. where c is some constant. Question part 6: (x-): What is Pr X = O 12/15 O 1/4 O 2/3 Question part 7: Y What is Pr ( X > 2 2 (두-시루 Hint: calculate fx\y (x|y) first, then integrate it over the correct region to calculate the conditional probability. I strongly suggest you draw a picture to figure out the support of X.
Transcribed Image Text:Let X, Y have the joint pdf fxx = { for x? + y² < 1 and æ > 0, y 2 0 cx 0. O.W. where c is some constant. Question part 6: (x-): What is Pr X = O 12/15 O 1/4 O 2/3 Question part 7: Y What is Pr ( X > 2 2 (두-시루 Hint: calculate fx\y (x|y) first, then integrate it over the correct region to calculate the conditional probability. I strongly suggest you draw a picture to figure out the support of X.
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