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Given f(t)= 10sin (0.25rt), what is the z- transform of f(t)? z10sin (0.25rt) z-2zcos (0.25nt)+1 zsin (0.25t) z' +2zcos (0.25nt)+1 zsin (0.25nt) z'-2zcos (0.25t)+1 z10sin (0.25zt) z+2z cos (0.25nt)+1 A. В. С. D.

Given f(t)= 10sin (0.25rt), what is the z- transform of f(t)? z10sin (0.25rt) z-2zcos (0.25nt)+1 zsin (0.25t) z' +2zcos (0.25nt)+1 zsin (0.25nt) z'-2zcos (0.25t)+1 z10sin (0.25zt) z+2z cos (0.25nt)+1 A. В. С. D.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 77E
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Given f(t) =10sin (0.25rt), what is the z- transform of f(t)? z10sin (0.25rt) А. z-2zcos (0.25nt)+1 zsin (0.25t) В. z' +2zcos(0.25nt) +1 zsin (0.25nt) z'-2zcos(0.25nt)+1 z10sin (0.25zt) z' +2z cos(0.25nt)+1 С. D. B.
Transcribed Image Text:Given f(t) =10sin (0.25rt), what is the z- transform of f(t)? z10sin (0.25rt) А. z-2zcos (0.25nt)+1 zsin (0.25t) В. z' +2zcos(0.25nt) +1 zsin (0.25nt) z'-2zcos(0.25nt)+1 z10sin (0.25zt) z' +2z cos(0.25nt)+1 С. D. B.
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