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Question 4 Q4: Evaluate the integral ² [3(t² +1)8(t− 1) − (2t + 1)8(t − 3) ] dt = O O O 2 9 -1 23 -7 6

Question 4 Q4: Evaluate the integral ² [3(t² +1)8(t− 1) − (2t + 1)8(t − 3) ] dt = O O O 2 9 -1 23 -7 6

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Question 4 Q4: Evaluate the integral ² [3(t² +1)8(t− 1) − (2t + 1)8(t − 3)] dt = 02 O-1 O 9 O 23 O -7 a
Transcribed Image Text:Question 4 Q4: Evaluate the integral ² [3(t² +1)8(t− 1) − (2t + 1)8(t − 3)] dt = 02 O-1 O 9 O 23 O -7 a
Q7: The inverse Laplace transform of 14.0e 2t 2t cos(5t + 53.13°)u(t) O 10.0e7 cos(5t + 47.26°)u(t) O 22.0e 2t cos(5t - 53.13°)u(t) O 18.0e-2t cos(5t – 36.87°)u(t) O 16.1e 5t cos(2t + 28.91°)u(t) O 10.0e cos(5t + 36.87°)u(t) 2t 8s-14 s²+4s+29 = 4+j3 4-j3 is given by s+2-j5 s+2+j5 +
Transcribed Image Text:Q7: The inverse Laplace transform of 14.0e 2t 2t cos(5t + 53.13°)u(t) O 10.0e7 cos(5t + 47.26°)u(t) O 22.0e 2t cos(5t - 53.13°)u(t) O 18.0e-2t cos(5t – 36.87°)u(t) O 16.1e 5t cos(2t + 28.91°)u(t) O 10.0e cos(5t + 36.87°)u(t) 2t 8s-14 s²+4s+29 = 4+j3 4-j3 is given by s+2-j5 s+2+j5 +
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