Hi if someone can help with this, it would be deeply appreciated. Please show all work and write clearly, thank you. A)
Posted: Fri May 20, 2022 8:58 pm
Hi if someone can help with this, it would be deeply
appreciated. Please show all work and write clearly, thank
you.
A) Compute the value A for which f(x,y) is a valid
joint probability density function
B) Compute the joint probability that x > 1.5
and y < 3
C) Compute the joint probability that x < 6 and
y > 1
D) Compute the joint probability that x < 1 and
y > 1
E) Compute the expected value of XY i.e.
E[XY]
Two random variables, X and Y, have a joint probability density function of the form f(x,y) = A: e-(3•x+2.y-3) Where x is valid from 1 to - and y is valid from 0 to co =
appreciated. Please show all work and write clearly, thank
you.
- Hi If Someone Can Help With This It Would Be Deeply Appreciated Please Show All Work And Write Clearly Thank You A 1 (29.82 KiB) Viewed 23 times
joint probability density function
B) Compute the joint probability that x > 1.5
and y < 3
C) Compute the joint probability that x < 6 and
y > 1
D) Compute the joint probability that x < 1 and
y > 1
E) Compute the expected value of XY i.e.
E[XY]
Two random variables, X and Y, have a joint probability density function of the form f(x,y) = A: e-(3•x+2.y-3) Where x is valid from 1 to - and y is valid from 0 to co =