10. Conservation of Energy

A simple pendulum has a period of $2.0$ seconds. What is the length of the pendulum? (Assume $g=9.8m/s^2$)

If the mass of a simple pendulum's bob is doubled, what happens to the period of the pendulum?

If a simple pendulum is taken into an orbiting space station where the apparent gravity is nearly $0$, what will happen to the motion of the pendulum bob?

For a simple pendulum swinging back and forth, at which point during its motion is the $kinetic energy$ the greatest?

Which of the following statements is true for a simple pendulum bob at its maximum displacement from equilibrium?

A simple pendulum on planet X, where the acceleration due to gravity $g$ is unknown, has a length of $L$ and oscillates with a period of $2s$. Which equation correctly relates $g$, $L$, and the period?