I would like to ask, how should I proceed when calculating convolution of LTI systems with the following parameters:
x[n] = 3δ[n+1] + δ[n−1] + 4δ[n−2] − 2δ[n−4]
h[n] = −δ[n + 1] + δ[n] − δ[n − 1]
I do know the result, but I am unfamiliar with the procedure. I would be very much grateful, if someone could elaborate on that.
Thanks in advance for any help.
The result should be:
y[n] = {−3, 3, −4, −3, 3, −2, −2, 2}
x[n] = 3δ[n+1] + δ[n−1] + 4δ[n−2] − 2δ[n−4]
h[n] = −δ[n + 1] + δ[n] − δ[n − 1]
I do know the result, but I am unfamiliar with the procedure. I would be very much grateful, if someone could elaborate on that.
Thanks in advance for any help.
The result should be:
y[n] = {−3, 3, −4, −3, 3, −2, −2, 2}