SOLUTION: show the following is a joint probability density function
f(x,y,z,)=-ln x/xy
0 if 0<z(<=)y(<=)x(<=)1
suppose that f if the joint probability density functi
Algebra.Com
Question 776037: show the following is a joint probability density function
f(x,y,z,)=-ln x/xy
0 if 0
suppose that f if the joint probability density function of X,Y,Z find fx,y(x,y) and fy(y)
Answer by psbhowmick(878) (Show Source): You can put this solution on YOUR website!
Instead of posting all the homework questions here first try solving them yourself. This is a very important proof and you must learn it.
RELATED QUESTIONS
Suppose the joint probability density function of (X, Y) is given by
F(x,y)=(2x+y)/210, (answered by Fombitz)
Suppose that the joint density function of the random variables X and Y is given by
(answered by CPhill,ikleyn)
Let X and Y represent continuous random variables. Let {{{f(x,y)=(xy/4)}}}
For -1 < x < (answered by ikleyn)
IF X and Y are two random variable having joint density function f(x,y)= 1/8(6-x-y) 0 (answered by mathmate)
. A privately owned liquor store operates both drive-in facility and walk-in facility. On (answered by Bogz)
Given the joint density function
f(x,y) = {(x(1+3y^2)/4 0 (answered by ikleyn)
Let the probability density function of X be
f(x) = {e−x if x > 0 }
{0... (answered by ikleyn)
If the probability density function of a continuous random variable X is f(x)=0.5 x for... (answered by greenestamps)
suppose that 1/x - 1/y = 1/z which of the following is equal to z ?
a y-x b x-y c... (answered by palanisamy)