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The total energy of a particle, executing simple harmonic motion is. where x is the displacement from the mean position, hence total energy is independent of x.A. `propx`B. `propx^(2)`C. independent of `x`D. `prop x^(1//2)` |
Answer» Correct Answer - C The total energy of a harmonic oscillator is a constant and it is expressed as `E = (11)/(2) momega^(2)("Amplitude")^(2)` E is independen to x instantaneous displacement. |
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