Solve the equation x" +2x'+2x=25(t-π), x(0)=0, x'(0)=0 a. x(t)==—=sin(2t) x(t)=[1-e-²¹-2te-²¹] + µ(t− 2)(t − 2)e−2(t− 2t) x(t)=2μ(t-π)e-t-)sin(t-1) b. c. d. x(t)=[2-e²µ(t− π) + eªu(t−2π)]e-²tsint e. x(t) == [1 +µ(t - π)]sin(2t)

A: Disclaimer: Since you have asked multiple questions, we will solve the first question for you. If…

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A: Intercept theorem states that if a line segment divides two or more parallel lines into equal parts,…

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