- #1
nikozm
- 54
- 0
Hi,
I would like to expand the following expression:
1/[((a+s)*(1+b/s)^m)], where a, b, and s are real nonnegative values and m is an arbitrary positive integer.
Particularly, according to partial fraction expansion, it becomes:
Sum[A_j/[(1+b/s)^j],{j,1,m}]+B/(a+s). I look for a closed-form expression of A_j and B.
Any help could be useful.
Thank you in advance.
I would like to expand the following expression:
1/[((a+s)*(1+b/s)^m)], where a, b, and s are real nonnegative values and m is an arbitrary positive integer.
Particularly, according to partial fraction expansion, it becomes:
Sum[A_j/[(1+b/s)^j],{j,1,m}]+B/(a+s). I look for a closed-form expression of A_j and B.
Any help could be useful.
Thank you in advance.