1. f(t) = e-3t-2| %3D

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Problem. Use identities plus known transform pairs to find the Fourier transforms of the following functions.
1. ƒ (t) = e 3t=2|
2 f (t) =e' cos (3t)
cos (31)
3. f (1) = & (t – 1)
%3D
4. f (t) = cos (3t)
5. f (t) = 5e +28 (t)
6. f (t) = -2te-P
Transcribed Image Text:Problem. Use identities plus known transform pairs to find the Fourier transforms of the following functions. 1. ƒ (t) = e 3t=2| 2 f (t) =e' cos (3t) cos (31) 3. f (1) = & (t – 1) %3D 4. f (t) = cos (3t) 5. f (t) = 5e +28 (t) 6. f (t) = -2te-P
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