Consider the z-transform X(z) = 5z2 + 4z-1 + 3; 0 < |z| < ∞ The inverse transform x[n] is-A-5δ[n + 2] + 3δ[n] + 4δ[n 1]B-5δ[n 2] + 3δ[n] + 4δ[n + 1]C-5u[n + 2] + 3u[n] + 4u[n 1]D-5u[n 2] + 3u[n] + 4u[n + 1-A-5δ[n + 2] + 3δ[n] + 4δ[n 1]

Question

Consider the z-transform X(z) = 5z2 + 4z-1 + 3; 0 &lt; |z| &lt; &infin; The inverse transform x[n] is-A-5&delta;[n + 2] + 3&delta;[n] + 4&delta;[n 1]B-5&delta;[n 2] + 3&delta;[n] + 4&delta;[n + 1]C-5u[n + 2] + 3u[n] + 4u[n 1]D-5u[n 2] + 3u[n] + 4u[n + 1-A-5&delta;[n + 2] + 3&delta;[n] + 4&delta;[n 1]

APTITUDE CRACK · Accepted Answer

A 5&delta;[n + 2] + 3&delta;[n] + 4&delta;[n 1]  X(z) = 5z2 + 4z 1 + 3 = .

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Consider the z-transform X(z) = 5z² + 4z^-1 + 3; 0 < |z| < ∞ The inverse transform x[n] is

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Consider the z-transform X(z) = 5z2 + 4z-1 + 3; 0 < |z| < ∞ The inverse transform x[n] is

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Consider the z-transform X(z) = 5z² + 4z^-1 + 3; 0 < |z| < ∞ The inverse transform x[n] is

For help Students Orientation
Mcqs Questions