Evaluate the Laplace transform of the following: cos kt} = sta 1. Prove: L{e-at 2. f(t) = e-3t(1+ sin 4t – 2t?) 3. f(t) = (t + 1)sin (t + 2) 4. f(t) = 2(t + 3)e-(t+5) 5. f(t) = cos? t using the integration process. %3D (s+a)2+k2 7. L{t? cos t dt =0, 4

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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(ANSWER #7) Explain detailed and step by step. Explain the rules used and how did you come up with the solution. 
 
Evaluate the Laplace transform of the following:
cos kt} =
sta
1. Prove: L{e-at
2. f(t) = e-3t (1 + sin 4t - 2t?)
3. f(t) = (t +1)sin (t + 2)
4. f(t) = 2(t + 3)e-(t+5)
5. f(t) = cos? t
using the integration process.
%3D
(s+a)2+k2
7. L{t? cos t dt
=0, 4<t <5
(1,
t2 5
9. G(t) = e2-t U(t - 2)
10. Given this period function:
Sawtooth function
my.
b 2b 3b 4b
Transcribed Image Text:Evaluate the Laplace transform of the following: cos kt} = sta 1. Prove: L{e-at 2. f(t) = e-3t (1 + sin 4t - 2t?) 3. f(t) = (t +1)sin (t + 2) 4. f(t) = 2(t + 3)e-(t+5) 5. f(t) = cos? t using the integration process. %3D (s+a)2+k2 7. L{t? cos t dt =0, 4<t <5 (1, t2 5 9. G(t) = e2-t U(t - 2) 10. Given this period function: Sawtooth function my. b 2b 3b 4b
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