- Sep 10, 2005
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The book does a great job convulving two functions that are like 2 impulses long, but I have no idea how to solve an actual discrete convolution problem. Here it is:
x[n] = (alpha)^n u[n]
h[n] = (beta)^n u[n]
Find y[n] = x[n] * h[n]
So far, all I have is..
Beta^N Summation from k to infinity of alpha^k times beta^-k
How do I proceed?
Actually, I think the answer might be Beta^n times (1 / 1-X) where X is alpha over beta. Someone verify this for me ~~
x[n] = (alpha)^n u[n]
h[n] = (beta)^n u[n]
Find y[n] = x[n] * h[n]
So far, all I have is..
Beta^N Summation from k to infinity of alpha^k times beta^-k
How do I proceed?
Actually, I think the answer might be Beta^n times (1 / 1-X) where X is alpha over beta. Someone verify this for me ~~
