SHM and Radiation Practice
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The displacement of a body of mass 2 g executing simple harmonic motion is indicated by x = 10sin(ωt + π/15) cm. Calculate:
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Calculate amplitude, angular velocity, time period, max/min velocity, max/min acceleration, epoch, kinetic energy, potential energy, and check energy conservation.
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A particle is executing SHM. At an instant of time its displacement is 12 cm, velocity is 5 cm s-1, and when its displacement is 5 cm, the velocity is 12 cm s-1. Calculate:
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Calculate amplitude, frequency, and time period.
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(a) Amplitude (b) Angular velocity (c) Time period (d) Maximum and minimum velocity and maximum and minimum acceleration (e) Epoch (f) Kinetic energy (g) Potential energy. Is its energy conserved?
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Calculate amplitude, angular velocity, time period, max/min velocity, max/min acceleration, epoch, kinetic energy, potential energy, and check energy conservation.
The full exam-length answer is in the app.
(i) Amplitude (ii) Frequency (iii) Time period
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Calculate amplitude, frequency, and time period.
The full exam-length answer is in the app.
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