Determine the Inverse Laplace Transform of the functions by reduction to partial fractions. s2+3 1. (s-3)(s+5)(s-1)2 Problem 1. Which gives the inverse transforms of the given s-domain function? O [(e^-5t)/72](-24te^6t - 20e^6t + 27e^8t - 7) O [(e^-5t)/72](-24te^6t + 20e^6t - 27e^8t - 7) O [(e^-5t)/72](24te^6t - 20e^6t + 27e^8t - 7) O [(e^5t)/72](-24te^6t - 20e^6t + 27e^8t - 7)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Determine the Inverse Laplace Transform of the functions by
reduction to partial fractions.
s2+3
1.
(s-3)(s+5)(s-1)²
Problem 1. Which gives the inverse transforms of the given s-domain function?
O [(e^-5t)/72](-24te^6t - 20e^6t + 27e^8t - 7)
O [(e^-5t)/72](-24te^6t + 20e^6t - 27e^8t - 7)
O [(e^-5t)/72](24te^6t - 20e^6t + 27e^8t - 7)
O [(e^5t)/72](-24te^6t - 20e^6t + 27e^8t - 7)
Transcribed Image Text:Determine the Inverse Laplace Transform of the functions by reduction to partial fractions. s2+3 1. (s-3)(s+5)(s-1)² Problem 1. Which gives the inverse transforms of the given s-domain function? O [(e^-5t)/72](-24te^6t - 20e^6t + 27e^8t - 7) O [(e^-5t)/72](-24te^6t + 20e^6t - 27e^8t - 7) O [(e^-5t)/72](24te^6t - 20e^6t + 27e^8t - 7) O [(e^5t)/72](-24te^6t - 20e^6t + 27e^8t - 7)
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