Inverse laplace transforms

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Intros
Lessons
  1. What are inverse Laplace Transforms?
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Examples
Lessons
  1. Inverse Laplace Transforms

    Find the inverse Laplace Transform of the following functions:

    1. F(s)F(s) = 12s4\frac{12}{s^{4}} - 4s6\frac{4}{s - 6} + 3s\frac{3}{s}
    2. G(s)G(s) = 43s212\frac{4}{3s^{2} - 12} - 3(s5)3\frac{3}{(s - 5)^{3}}
  2. Calculate the inverse Laplace Transform of the following functions:
    1. G(s)G(s) = 7s3s22\frac{7s - 3}{s^{2} - 2}
    2. H(s)H(s) = 3s5s24s+7\frac{3s - 5}{s^{2} - 4s + 7}
  3. For each of the following functions calculate their inverse Laplace Transform:
    1. F(s)F(s) = 7s+3(s3)(s+7)\frac{7s + 3}{(s - 3)(s + 7)}
    2. G(s)G(s) = 3s2+4s7(s2+7)(s3)\frac{3 s^{2} + 4s - 7}{(s^{2} + 7)(s - 3)}