2. Forced harmonic oscillator) Now, assume the mass m is also acted upon by a time-dependent force illustrated in the fo
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2. Forced harmonic oscillator) Now, assume the mass m is also acted upon by a time-dependent force illustrated in the fo
2. Forced harmonic oscillator) Now, assume the mass m is also acted upon by a time-dependent force illustrated in the following graph (please note that this is now a function of t, not of r) F(t) 2 WA 0 T1/3 21/3 TT 41/3 51/3 -2 (a) State a formula for the forcing F(t). (b) State a differential equation that describes the motion of the mass. (c) Solve the differential equation for r(t), assuming again that (0) = 1 and x'(0) = -1 (d) Currently m = 1. Now suppose we can replace the mass with a different value. For what value of m would the system experience resonance with the forcing F(t)?
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