(adsbygoogle = window.adsbygoogle || []).push({}); 1. The problem statement, all variables and given/known data

Suppose that I am jumping on the Earth, and I weigh 130 lbs. I push off with an initial vertical velocity of 2 m/s, and reach my highest height at 4 m.

If I were to jump on a different planet with an extra 130 lbs (earth weight) because of a space suit etc., would I have a different vertical velocity?

2. Relevant equations

delta y = vyi(t) + a(t^2)

vyi = initial vertical velocity

delta y = height

Earth has gravity acceleration constant = 9.8 m/s^2

3. The attempt at a solution

If I were on a planet with a gravity acceleration constant greater than Earth, I would think that I would have a smaller initial vertical velocity because I have to overcome a greater force of gravity.

On the other hand, if I were on a planet with a gravity acceleration constant less than Earth, I would think I would have a greater initial vertical velocity because I have to overcome less force of gravity.

Apparently the initial vertical velocities (neglecting the extra mass of the space suit) are all the same on all planets. I don't understand this! Does this also mean that since they are all the same, if I add the constraint that I have extra mass, I will have a smaller initial vertical velocity (even if I am on a planet with weaker gravity)??

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# Different initial vertical velocities on different planets

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