Question 148: Oscillations

Question

The total energy of particle, executing simple harmonic motion is

Accepted Answer

At any instant the total energy is
$${1 \over 2}k{A^2} = \,\,$$ constant, where $$A=$$ amplitude
hence total energy is independent of $$x.$$

Answer

independent of $$x$$

Answer

$$ \propto \,{x^2}$$

Answer

$$ \propto \,x$$

Answer

$$ \propto \,{x^{1/2}}$$

Oscillations