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- Exercise 2 (Convolution Sum) Convolution of two infinite length sequences x[n] and h[n] is given by
- y[n] = x[n] ∗ h[n] = summation x[k]h[n − k] , (summation limit ∞ upper side & k=−∞ lower side)
- e) Perform the convolution using the ‘mconv’ function for the input sequence x[n] and system impulse
- response h[n]
- x[n] = [3, 11, 7,~0, −1, 4, 2]
- h[n] = [2,~3, 0, −5, 2, 1]
- a = [3,11,7,0,-1,4,2]
- ax= [-3;3]
- b= [2,3,0,-5,2,1]
- bx = [-1:4]
- [v,z]= mconv(a,ax,b,bx)
- stem(z,v)
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