Question: Solve the initial value problem x''+5x'+4x=f(t),x(0)=x'(0)=0, where f(t)=1 if 0t1,f(t)=4 if f(t)=0x'''-x'=24t2et,x(0)=0,x'(0)=2x''(0)=0x''+4x=sint+(t-1),x(0)=0x'(0)=21 and f(t)=0 otherwise.Solve the initial value problem x'''-x'=24t2et,x(0)=0,x'(0)=2, and x''(0)=0.Solve the initial value

Solve the initial value problem x''+5x'+4x=f(t),x(0)=x'(0)=0, where f(t)=1 if 0t1,f(t)=4 if f(t)=0x'''-x'=24t2et,x(0)=0,x'(0)=2x''(0)=0x''+4x=sint+(t-1),x(0)=0x'(0)=21 and f(t)=0 otherwise.Solve the initial value problem x'''-x'=24t2et,x(0)=0,x'(0)=2, and x''(0)=0.Solve the initial value problem x''+4x=sint+(t-1),x(0)=0, and x'(0)=2.

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