How to do inverse Laplace transform. We will go over 24 inverse Laplace transform with partial fractions and the inverse Laplace transform with completing the square. We will also solve differential equations by Laplace transforms!
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Laplace Marathon: 👉 • Laplace Transform Ultimate Study Guide
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Time stamps: 0:00 start
Q1, inverse Laplace transform of 1/s^4, 0:50
Q2, inverse Laplace transform of 1/(6s+3), 3:50
Q3, inverse Laplace transform of (s+1)/(s^2+2), 6:46
Q4, inverse Laplace transform of 1/(s^2+2s) by partial fractions, 11:20
Q5, inverse Laplace transform of s/(s+2)^2, 14:50
Q6, inverse Laplace transform of s*e^(-pi/2*s)/(s^2+1), 25:16
Q7, inverse Laplace transform of s/(s^2+2s+2) with completing the square, 28:45
Q8, inverse Laplace transform of 1/(s^3*(s^2+1)), 36:23
Q9, inverse Laplace transform of 1/(s+2)^5, 48:50
Q10, inverse Laplace transform of 1/sqrt(s)+1/sqrt(e^s), 51:25
Q11, inverse Laplace transform of (s+8)/(s^2+4s+13), 58:03
Q12, inverse Laplace transform of 1/(s^4+5s^2+4), 1:02:58
Q13, inverse Laplace transform of 1/(s^4*e^(10s)), 1:12:00
Q14, inverse Laplace transform of arctan(1/s), 1:15:33
F(s) has to go to 0, see mu prime math's video here: • Your Laplace Transform Rules are Wrong!
Q15, inverse Laplace transform of ln((s^2+9)/(s^2+1)), 1:25:00
Q16, inverse Laplace transform of 1/(s^4-16), 1:30:56
Q17, inverse Laplace transform of s^3/(s^4-16)^2, 1:43:20
Q18, inverse Laplace transform of 1/(s^4+4s^2+4) by convolution theorem, 1:50:35
Q19, using Laplace transform to solve y'+2y=sin(3t), 2:04:07
Q20, don't watch this one.... 2:14:00
Q21, using Laplace transform to solve a second order diff eq, 2:32:10
Q22, using Laplace transform to solve y''+16y=cos(4t), 2:39:05
Q23, a second-order differential equation with the unit step function, 2:44:11
Q24, yay!!! 2:50:35
LA marathon 2005 medal, 2:55:00
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