Physics

Physics

Problem

a. Oscillator P has mP=0.30 kgm_P = 0.30\,\text{kg}, ωP=5 rad s−1\omega_P = 5\,\text{rad s}^{-1} and AP=4 cmA_P = 4\,\text{cm}. Oscillator Q has mQ=0.50 kgm_Q = 0.50\,\text{kg}, ωQ=4 rad s−1\omega_Q = 4\,\text{rad s}^{-1} and AQ=6 cmA_Q = 6\,\text{cm}. (i) Calculate the ratio of their maximum kinetic energies Kmax,P:Kmax,QK_{\text{max},P} : K_{\text{max},Q}. (ii) Determine the ratio of their maximum speeds vmax,P:vmax,Qv_{\text{max},P} : v_{\text{max},Q} and state which oscillator attains the higher maximum speed. a. Oscillator P has mP=0.30 kgm_P = 0.30\,\text{kg}, ωP=5 rad s−1\omega_P = 5\,\text{rad s}^{-1} and AP=4 cmA_P = 4\,\text{cm}. Oscillator Q has mQ=0.50 kgm_Q = 0.50\,\text{kg}, ωQ=4 rad s−1\omega_Q = 4\,\text{rad s}^{-1} and AQ=6 cmA_Q = 6\,\text{cm}. (i) Calculate the ratio of their maximum kinetic energies Kmax,P:Kmax,QK_{\text{max},P} : K_{\text{max},Q}. (ii) Determine the ratio of their maximum speeds vmax,P:vmax,Qv_{\text{max},P} : v_{\text{max},Q} and state which oscillator attains the higher maximum speed.

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