I'm stuck on starting this question, any help would be great:
- X and Y are independent identically distributed random variables with exponential distributions of the form,
f(t)=(1/B)exp(-t/B)
If D=X-Y find the distribution of D.
I'm stuck on starting this question, any help would be great:
- X and Y are independent identically distributed random variables with exponential distributions of the form,
f(t)=(1/B)exp(-t/B)
If D=X-Y find the distribution of D.