This is similar to others I have posted, but I'm sorry, I really just don't quite get it. Determine the inverse Laplace transform of f(x) where L{F(t)} = F(s) = 2(s^3)/((s^4) - 81)
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Originally Posted by Hollysti This is similar to others I have posted, but I'm sorry, I really just don't quite get it. Determine the inverse Laplace transform of f(x) where L{F(t)} = F(s) = 2(s^3)/((s^4) - 81) 2s^3/[(s^2+9)(s^2-9)] Partial fractions in the following form, [As+B]/(s^2+9) + [Cs+D]/(s^2-9)
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