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5. y(t) = -2 cost + 4 sin 31

5. y(t) = -2 cost + 4 sin 31

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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which is equivalent to equ time an s-derivative is co ingest with respect to s Example 2.17 Compute the Laplace tra 3t Let f(t)= et. From Using Proposition 2.14 w EXERCISES Use the linearity of the Laplace transform (Proposition 2.7) and Table 1 of Laplace transforms on page 204 to find the Laplace transform of the functions defined on the time domain in Exercises 1-6. 1. y(t) = 3t² 3. y(t) = 1² + 4t +5 5. y(t) = -2 cost + 4 sin 3t 6. y(t) = 2 sin 3t + 3 cos 5t 2. y(t) = 5e³ 4. y(t) = 3-5t - 11t³ KKKKK C{₁
Transcribed Image Text:which is equivalent to equ time an s-derivative is co ingest with respect to s Example 2.17 Compute the Laplace tra 3t Let f(t)= et. From Using Proposition 2.14 w EXERCISES Use the linearity of the Laplace transform (Proposition 2.7) and Table 1 of Laplace transforms on page 204 to find the Laplace transform of the functions defined on the time domain in Exercises 1-6. 1. y(t) = 3t² 3. y(t) = 1² + 4t +5 5. y(t) = -2 cost + 4 sin 3t 6. y(t) = 2 sin 3t + 3 cos 5t 2. y(t) = 5e³ 4. y(t) = 3-5t - 11t³ KKKKK C{₁
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