I have encountered convolution of two different impulse signals.
x[n] = (1/2)^n . u[n-2] * u[n] x[n] = u[n] * [n] u[n] = discrete impulse signal . = product operation * = convolution operation
For the first one, I found this solution:
x[n] = 1/4 if n = 2 x[n] = 0 if n != 2
For the second one, I found impulse signal itself
Edit: Are my answers are true ? My professor told me that the answer for the first one is wrong, but he did not say the correct answer.