The answer already posted to answers is wrong so please don't just
copy that.
= 1. (a) (10 pts) Let In = 1 for all n e Z be a sample sequence. Let v(t) be the interpolation of these samples using sinc with sampling interval T = 1 (so v(n) = In). Compute v(1/2) from the series representation of v(t). Hint: use the Taylor series of arctangent. (b) (10 pts) Now let yn = (-1)" for n < 0, yn = 0 for n > 1, and let wſt) interpolate these samples < Yn O using sinc with sampling interval T = 1. What is w(1/2)? Find w(t) for all 0) <t<1.
= 1. (a) (10 pts) Let In = 1 for all n e Z be a sample sequence. Let v(t) be the interpolation of these samples using si
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answerhappygod
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= 1. (a) (10 pts) Let In = 1 for all n e Z be a sample sequence. Let v(t) be the interpolation of these samples using si
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