– 207. sin (3m メ F(@) = 6 sinc(3w - 607)e(»-207) |F(@) = 6 [sinc(3w – 607)| %3D %3D

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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9. Given a signal f(t) as shown below. Its FT F(@) is to be:
A, F(@) =-
20
sinc(10@-
+sinc(10@+
B. F(@) = 20( sinc(5@ – 2) +sinc(5@+2))
C. F(@) = 20( sinc(5@ – 1/2) +sinc(sinc(5@+t/2))
20
D. F(@) =
rect(5t -+1
+rect(5t +-
2
-10
-5
5
10
Transcribed Image Text:9. Given a signal f(t) as shown below. Its FT F(@) is to be: A, F(@) =- 20 sinc(10@- +sinc(10@+ B. F(@) = 20( sinc(5@ – 2) +sinc(5@+2)) C. F(@) = 20( sinc(5@ – 1/2) +sinc(sinc(5@+t/2)) 20 D. F(@) = rect(5t -+1 +rect(5t +- 2 -10 -5 5 10
7. The amplitude spectrum of the signal y(t) = e¯120 (u(1) – u(t - 6)) is:
@ - 207
A. |F(@)|= 6 |sinc(-
sin (3w t
メ
B. F(@) = 6 sinc(3@ – 607)e13(»-20r)?
C IF(@ = 6 |sine(3w – 60z)|
D. F(@|=6 |sinc(3w – 60x)|e '3*
Page 3 of 5
Transcribed Image Text:7. The amplitude spectrum of the signal y(t) = e¯120 (u(1) – u(t - 6)) is: @ - 207 A. |F(@)|= 6 |sinc(- sin (3w t メ B. F(@) = 6 sinc(3@ – 607)e13(»-20r)? C IF(@ = 6 |sine(3w – 60z)| D. F(@|=6 |sinc(3w – 60x)|e '3* Page 3 of 5
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