Let alt) be with a real valued Continuous time signal feequency Hotty. Also let 6 y(t)...
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Let alt) be with a real valued Continuous time signal feequency Hotty. Also let 6 y(t) нонд = x (t-1/160). OF maximu If x(n) = x (^/80) is it or why not? If y(n) = y[¹/80) is it possible to recover y/t) from not? x (n) ? why possible to reover x (t) from y (n)? why why • Is it possible to find y(n) from x(x) without prefining any Bup Som, вир pling or down Sampling operations by using with feequery response h (f) ? and h(f) 2 an LTI System Let alt) be with a real valued Continuous time signal feequency Hotty. Also let 6 y(t) нонд = x (t-1/160). OF maximu If x(n) = x (^/80) is it or why not? If y(n) = y[¹/80) is it possible to recover y/t) from not? x (n) ? why possible to reover x (t) from y (n)? why why • Is it possible to find y(n) from x(x) without prefining any Bup Som, вир pling or down Sampling operations by using with feequery response h (f) ? and h(f) 2 an LTI System
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Related Book For
Digital Signal Processing
ISBN: ?978-0133737622
3rd Edition
Authors: Jonh G. Proakis, Dimitris G.Manolakis
Posted Date:
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