The position of an electric control platform is described by the differential equation: X” + 3x' +x= 3sin 2t + 39 cos 2t

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The position of an electric control platform is described by the differential equation: X” + 3x' +x= 3sin 2t + 39 cos 2t

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The Position Of An Electric Control Platform Is Described By The Differential Equation X 3x X 3sin 2t 39 Cos 2t 1
The Position Of An Electric Control Platform Is Described By The Differential Equation X 3x X 3sin 2t 39 Cos 2t 1 (73.57 KiB) Viewed 22 times
The position of an electric control platform is described by the differential equation: X” + 3x' +x= 3sin 2t + 39 cos 2t Given: x(0) = -3, x'(0) = 10 (a) Determine x(s) by taking Laplace Transform at both sides of the equation. (b) Determine x(t) by taking inverse Laplace Transform. (c) Determine the value of x(t) when t = 1. (d) Briefly explain why Laplace Transform is a convenience tools to solve 2nd order Differential Equation?
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