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SOLVED: Eliminate the arbitrary constants: ln y= C1 x + C2 e^-x a. 2ydx+(x+1)dy b. y^2ln y = yy' + (yy" -(y')^2) (x+1) c. (x+1)y + xy' -y+ x^2+2x+2
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SOLVED: (1 point) Take the Laplace transform of the IVP d2ydt2+k2y=e −1t,y(0)=0,y′(0)=0d2ydt2+k2y=e−1t,y(0)=0,y′(0)=0 Use YY for the Laplace transform of yy, (not Y(s)Y(s)). = So Y=Y= 11 —————————– == ———————————– s+1s+1 ++ ss++ ————————————————————–