Find the constant A to make the following function a proper cdf: F(x, y) = A x/2x + 1 y/y + 1 u(x) u(y) Demonstrate that it does indeed approach the proper limits. Find the cdf’s of X and Y alone. What is the probability of the joint event – 2 lessthanorequalto X lessthanorequalto 2 and 1 lessthanorequalto Y lessthanorequalto 5?

1 - Find the constant A to make the following function a proper cdf: F(x, y) = A x/2x + 1 y/y + 1 u(x) u(y) Demonstrate that it does indeed approach the proper limits. Find the cdf's of X and Y alone. What is the probability of the joint event - 2 lessthanorequalto X lessthanorequalto 2 and 1 lessthanorequalto Y lessthanorequalto 5?

This content is for Premium members only.
sign up for premium and access unlimited solutions for a month at just 5$(not renewed automatically)


images - Find the constant A to make the following function a proper cdf: F(x, y) = A x/2x + 1 y/y + 1 u(x) u(y) Demonstrate that it does indeed approach the proper limits. Find the cdf's of X and Y alone. What is the probability of the joint event - 2 lessthanorequalto X lessthanorequalto 2 and 1 lessthanorequalto Y lessthanorequalto 5?

already a member please login