What is the sum of impulses in a convolution sum of two discrete time sequences?
What is the sum of impulses in a convolution sum of two discrete time sequences? Correct Answer Sy = SxSh, Sx=∑x(k) and Sh = ∑h(n-k)
Sy=Sx+Sh, , Sx = ∑x(k) and Sh = ∑h(n-k), the sum of impulses in a convolution sum of two discrete time sequences is the product of the sums of the impulses in the two individual sequences. Here, y(n)=x(n)*h(n).
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Feb 20, 2025