Compute L(f(t)) 13. L((t+1)²) 1. L(2t) 14. L((t+2)²) 2. L(4t) 15. L(t(t+1)) 3. L(1+2t + t²) 16. L((t+1)(t+ 2)) 10 4. L(t² – 3t + 10) 17. L(E t" /n!) 5. L(sin 2t) 18. L(10 tn+1/n!) 6. L(cos 2t) 10 19. C(Σ sin nt) 'n= 7. L(e²“) 8. L(e-24) 20. L(En=0 cos nt) 21) e{ cos(au) – cos(bu) dpu 9. L(t + sin 2t) 10. L(t – cos 2t) 11. L(t+e2t) 2. L(t – 3e-24)
Compute L(f(t)) 13. L((t+1)²) 1. L(2t) 14. L((t+2)²) 2. L(4t) 15. L(t(t+1)) 3. L(1+2t + t²) 16. L((t+1)(t+ 2)) 10 4. L(t² – 3t + 10) 17. L(E t" /n!) 5. L(sin 2t) 18. L(10 tn+1/n!) 6. L(cos 2t) 10 19. C(Σ sin nt) 'n= 7. L(e²“) 8. L(e-24) 20. L(En=0 cos nt) 21) e{ cos(au) – cos(bu) dpu 9. L(t + sin 2t) 10. L(t – cos 2t) 11. L(t+e2t) 2. L(t – 3e-24)
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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Transcribed Image Text:Exercises
Compute L(f(t))
13. L((t+1)²)
1. L(2t)
14. L((t+2)²)
2. L(4t)
15. L(t(t+1))
3. L(1+2t + t²)
16. L((t+1)(t +2))
4. L(t² – 3t + 10)
17. L(E0 t" /n!)
|
5. L(sin 2t)
18. L(10 tn+1/n!)
6. L(cos 2t)
19. L(E1 sin nt)
%=D1
7. L(e2")
10
20. L(E-0 cos nt)
8. L(e-2t)
21) e{
cos(au) – cos(bu)
dpu
9. L(t+ sin 2t)
10. L(t – cos 2t)
11. L(t+ e2+)
2. L(t – 3e-24)
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