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Solve the linear equations by considering y as a function of x, that is, y=y(x). dydx+yx=cosxx,y(π2)=4π,x>0
use the Laplace transform to solve the initial value problem.y"−3y′+2y={00≤t<111≤t<2−1t≥2y(0)=−3y′(0)=1
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