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Find Laplace Transforms using Tables | 15 Practice Problems | Exam Review | Method 2
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Problems lineup
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00:00 Intro
00:40 Table of Transforms
00:44 First four
01:54 Trig four
02:47 Unit and Dirac Delta
03:42 FSP & SSP
05:05 Convolution property (CP)
06:20 Derivatives
07:50 Derivative Property (DP)
08:21 Integral Property (IP)
09:25 Linearity Property (LP)
10:08 Pb 1: ℒ{1+t}
11:25 Pb 2: ℒ{1+t+t²+t³}
13:02 Pb 3: ℒ{2t³ − sin 2t}
14:22 Pb 4: ℒ{e³ᵗ − 2t +4cos 5t}
15:42 Pb 5: ℒ{cos 2t − cosh 2t}
18:24 Pb 6: ℒ{e²ᵗcos 3t}
20:32 Pb 7: ℒ{sin²t − sin 2}
24:31 Pb 8: ℒ{δ(t−2)+U(t−2)}
26:08 Pb 9: ℒ{eᵗU(t−3)}
29:03 Pb 10: ℒ{∫₀ᵗ τeᵗ⁻^τdτ}
31:19 Pb 11: ℒ{y'''+y''+y'+y}
34:02 Pb 12: ℒ{t cos t}
36:30 Pb 13: ℒ{∫₀ᵗ e³^τsin 2τ dτ}
38:55 Pb 14: ℒ{3√t}
41:45 Pb 15: ℒ{4√t⁵}
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