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Consider the system in Figure here, write the equation of motion and obtain the response equation x(t)=x H (t)+x p (t) by assuming x H

Consider the system in Figure here, write the equation of motion and obtain the response equation x(t)=xH(t)+xp(t) by assuming xH(t)=A1sin(nt)+A2cos(nt), xp(t)=Xsin(t) and the initial conditions x(0)=0 and v(0)=0. Show your work. The values for springs and mass are k1 = 100 N/m, k2 = 500 N/m and m=89 kg. Plot the response (0 n, =1.1n image text in transcribed

10 sin 10tN 10 sin 10tN

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