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Below is a graph of a displacement-time wave for a particle which is obeying simple harmonic motion.From the graph, estimate the time period, T, the amplitude, A, the frequency, f, and the angular frequency, πœ”. [4] 2. Sketch the wave resulting from halving the amplitude, and doubling the time period. [2] The acceleration resulting from simple harmonic motion is given by π‘Ž(𝑑)= βˆ’πœ”2π‘₯(𝑑) where π‘₯(𝑑) is the displacement as a function of time (the graph above), and πœ” is the angular frequency of the wave. 3. Sketch the acceleration-time plot for the graph above. [4]

Below is a graph of a displacement-time wave for a particle which is obeying simple harmonic motion.From the graph, estimate the time period, T, the amplitude, A, the frequency, f, and the angular frequency, πœ”. [4]
2. Sketch the wave resulting from halving the amplitude, and doubling the time period. [2]
The acceleration resulting from simple harmonic motion is given by π‘Ž(𝑑)= βˆ’πœ”2π‘₯(𝑑)
where π‘₯(𝑑) is the displacement as a function of time (the graph above), and πœ” is the angular frequency of the wave.
3. Sketch the acceleration-time plot for the graph above. [4]
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Grade:12

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