Let (x,y)~f(x,y) = x(x-1)! (x-y)! 0; y = x,... x = 0,1,..., y 1- Show that whether x and y are indep. or not? 2- p(x = y) e.w. مسلم مجید Muslim maths

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.6: Quadratic Functions
Problem 57E
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Let (x,y)~f(x,y) = x(x-1)! (x-y)!
0;
y = x,...
x = 0,1,..., y
1- Show that whether x and y are indep. or not?
2- p(x = y)
e.w.
مسلم مجید
Muslim maths
Transcribed Image Text:Let (x,y)~f(x,y) = x(x-1)! (x-y)! 0; y = x,... x = 0,1,..., y 1- Show that whether x and y are indep. or not? 2- p(x = y) e.w. مسلم مجید Muslim maths
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