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CONSIDER THE TWO FINITE-LENGTH SEQUENCE:
𝑥1[𝑛]={1,−2,1,−3} ,𝑥2[𝑛]={0,2,−1,0,0,4}
a)DETERMINE THE LINEAR CONVOLUTION 𝑥1[𝑛]∗𝑥2[𝑛]
b) DETERMINE THE CIRCULAR CONVOLUTION 𝑥1[𝑛] (6) 𝑥2[𝑛]
C) WHAT SHOULD BE THE SMALLEST VALUE OF N SO THAT N-POINT CIRCULAR CONVOLUTION IS EQUAL TO THE LINEAR CONVOLUTION?
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