x (t)- 2sin (4nt) + 5cos (12nt)Consider c/k] to be the harmonic function of x(1).cz [k] = jA (8 [k + a] – 8 [k – a) + B (8 [k – b] + 8 [k + b])The numerical values of the constants are A =a =B=and b=

Answered: Image /qna-images/answer/83747d85-20ba-4ab8-bbd2-8da743dd1c1e.jpg

x (t) = – 2sin (4nt) + 5cos (12t) Consider cK] to be the harmonic function of x(). Cz [k] = jA(8[k+ a] – 8 [k – a]) +B(8[k – b] + 8 [k +b]) The numerical values of the constants are A=| a = B= and b =

x (t) = – 2sin (4nt) + 5cos (12t) Consider cK] to be the harmonic function of x(). Cz [k] = jA(8[k+ a] – 8 [k – a]) +B(8[k – b] + 8 [k +b]) The numerical values of the constants are A=| a = B= and b =

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

x (t)
- 2sin (4nt) + 5cos (12nt)
Consider c/k] to be the harmonic function of x(1).
cz [k] = jA (8 [k + a] – 8 [k – a) + B (8 [k – b] + 8 [k + b])
The numerical values of the constants are A =
a =
B=
and b=

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