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Q.

Is it true that the rate of transfer of energy in a wave depends directly on the square of the wave amplitude and the square of the wave frequency?

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a

True

b

False

answer is A.

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Detailed Solution

The above statement is True.
The rate of transfer of energy in a wave depends directly on the square of the wave amplitude and the square of the wave frequency.
Every particle in the medium oscillates about the mean positions in the same way when a transverse or longitudinal wave travels through it, but the phase of the oscillation varies from one particle to the next. Amplitude is the largest deviation from the mean positions that a medium's particle can experience. A represents it. The rate of phase with time is measured by angular frequency. It is represented as ω.

Energy change \propto A^{2}

energy change \propto ω^{2}

The rate of energy transfer in a wave is directly proportional to the square of the amplitude and the square of its angular momentum.

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