If f((x,y)=1by2xe^-y, 0 less than x less than 2, y greater than 0, find the pdf of X+Y

If X and Y follow an independent exponential distribution with parameter 1 find the pdf of U=X-YПодробнее

Finding the marginal density functions from joint pdfПодробнее

Finding conditional probability using joint pdfПодробнее

If f(x,y) = x+y, 0 lessthan x, y lessthan 1. find the pdf of the random variable U=XYПодробнее

If two random variables have the joint probability density function f(x, y), find k, conditional pdfПодробнее

Verify joint pdf f(x, y)=1/30(x+y) where x=0,1,2,3 and y=0,1,2. 0 otherwiseПодробнее

Probability Density Function of Z=X+Y : Example 1Подробнее

Conditional Probability given Joint PDFПодробнее

Joint probability density function problems for continuous r.v.[Marginal, conditional probability]Подробнее

If f(x,y)=1by8(6-x-y), x lies between 0 to 2 and y lies between 2 to 4 find P(X+Y less than3)Подробнее

Conditional Probability For X given Y is less than 1 Provided we have the Joint PDFПодробнее

F(x,y)=8xy|Find Marginal & Conditional PDFs Given Joint PDF of X&Y|E(X), E(Y)|Are X & Y Independent?Подробнее

Muhammad Farooq-i-Azam: Independence of Two Continuous Random VariablesПодробнее

PTSP#Problem on conditional density functionsПодробнее

find the probability when sum of x and y are less than 3Подробнее

Pillai: pdf of X+Y and X/Y when X and Y have inverse Quadratic pdfПодробнее

The joint pdf of a two dimensional variable (X,Y) is given by f(x,y) = kxye-(x2+y2) Find the valueПодробнее

Get the density of Y = X^2 given the pdf of X: a basic exampleПодробнее