A particle of mass m is attached to a spring of spring constant k. The particle...

 

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A particle of mass m is attached to a spring of spring constant k. The particle is set in a simple harmonic motion whose displacement is given by the following expression: x(t) = 16 cos (6nt +), m Find: (a) [1 point] the amplitude, (b) [1 point] the period, (c) [1 point] the phase angle, (d) [1 point] the restoring force acting on the particle, (e) [2 points] the average potential energy, (f) [2 points] the average kinetic energy, A particle of mass m is attached to a spring of spring constant k. The particle is set in a simple harmonic motion whose displacement is given by the following expression: x(t) = 16 cos (6nt +), m Find: (a) [1 point] the amplitude, (b) [1 point] the period, (c) [1 point] the phase angle, (d) [1 point] the restoring force acting on the particle, (e) [2 points] the average potential energy, (f) [2 points] the average kinetic energy,

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a Amplitude A maximum value of x16 m bAs we have Angular fr... View the full answer