- #1
HappyN
- 16
- 0
I want to calculate E[x] of the following continuous distribution having density: f(x)=e^-2|x|
for x in the reals (x e R)
I did the calculation with integral bounds infinity and minus infinity, are these the right bounds to use since we are only told x e R?
I got 0 as the answer, can someone tell me if they get the same?
for x in the reals (x e R)
I did the calculation with integral bounds infinity and minus infinity, are these the right bounds to use since we are only told x e R?
I got 0 as the answer, can someone tell me if they get the same?