An LTI system has the relationship y[n] = โ ๐ฅ[๐]๐[๐ โ 2๐]โ๐= โโ , where g[n] = u[n] โu[n-4]. Determine y[n] if a) x[n] = ฮด[n-1], b) x[n] = ฮด[n-2].
Question
Solution 1
To determine y[n] for the given LTI system, we need to substitute the given values of x[n] into the equation y[n] = โ ๐ฅ[๐]๐[๐ โ 2๐]โ๐= โโ and simplify the expression.
a) For x[n] = ฮด[n-1], we substitute this value into the equation:
y[n] = โ ฮด[k-1] * g[n - 2k] from k = -โ to โ
Since ฮด[k-1] is non Knowee AI StudyGPT is a powerful AI-powered study tool designed to help you to solve stud
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