Form 10: Bouncing Balls and Trampolines Exercise

Form 10: Bouncing Balls and Trampolines

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Form 10: Bouncing Balls and Trampolines

Dive into the physics of motion with our "Form 10: Bouncing Balls and Trampolines" exercise, where students will explore energy transfer, elasticity, and gravitational forces through hands-on experiments and engaging simulations, making learning both dynamic and fun!

Questions

  1. MultiChoice

    When a rubber ball is held high above a floor, it possesses:

  2. MultiChoice

    As a dropped basketball falls toward a trampoline, its GPE turns into:

  3. MultiChoice

    When a falling ball depresses a trampoline mat, its KE briefly transforms into:

  4. MultiChoice

    As the trampoline mat pushes the jumper back up, elastic potential energy becomes:

  5. MultiChoice

    As the jumper rises up off the trampoline into the air, KE converts into:

  6. MultiChoice

    Why does a bounced ball not reach its original drop height without extra pushing?

  7. MultiChoice

    At the peak height of a trampoline bounce, the jumper's velocity is zero, so KE is:

  8. MultiChoice

    A ball dropped from 2 m bounces back to 1.5 m. What happened to the missing energy?

  9. MultiChoice

    When a dropped ball is halfway down to the ground, its energy state is:

  10. MultiChoice

    What form of energy is dominant when a tennis ball is squished at maximum compression on the floor?

  11. MultiChoice

    If a child jumps twice as high on a trampoline, their GPE at the highest peak will be:

  12. MultiChoice

    The correct energy sequence for a child falling onto a trampoline and bouncing back up is: