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Consider the damped oscillator satisfying the differential equation dt2 dt ty (t) = fo cos(wet), where B, 7, fo, and wo are real constants. Assume

Consider the damped oscillator satisfying the differential equation

dt2 dt ty (t) = fo cos(wet), where B, 7, fo, and wo are real constants. Assume that B = Wo= V7>0, (a) Write the (real) steady state solution. (b) Find the (real) general solution with initial conditions r(0 = TO, i(0) =0

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