You are on a different planet, and you have been tasked to determine the acceleration of gravity on this rather small planet. You climb a top a cliff that is 100.0 m high. You have two balls, and decided to drop one of them from the edge of this cliff. The ball’s final velocity as it hits the ground is 20.0 m/s. Calculate the acceleration due to gravity on this planet and the time it takes for that ball to reach the ground. a. You then roll the other ball at 10.0 m/s horizontally off the cliff. How far does this ball travel horizontally before it hits the ground? 2. Now you are back on Earth. You climb up a top a 100.0 m high cliff and drop a similar ball from the edge of this cliff. How much time will it take for that ball to reach the ground? please show work so I can understand too please!

You are on a different planet, and you have been tasked to determine the acceleration of gravity on this rather small planet. You climb a top a cliff that is 100.0 m high. You have two balls, and decided to drop one of them from the edge of this cliff. The ball’s final velocity as it hits the ground is 20.0 m/s. Calculate the acceleration due to gravity on this planet and the time it takes for that ball to reach the ground. a. You then roll the other ball at 10.0 m/s horizontally off the cliff. How far does this ball travel horizontally before it hits the ground? 2. Now you are back on Earth. You climb up a top a 100.0 m high cliff and drop a similar ball from the edge of this cliff. How much time will it take for that ball to reach the ground? please show work so I can understand too please!

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1. You are on a different planet, and you have been tasked to determine the acceleration of gravity on this rather small planet. You climb a top a cliff that is 100.0 m high. You have two balls, and decided to drop one of them from the edge of this cliff. The ball’s final velocity as it hits the ground is 20.0 m/s. Calculate the acceleration due to gravity on this planet and the time it takes for that ball to reach the ground.
a. You then roll the other ball at 10.0 m/s horizontally off the cliff. How far does this ball travel horizontally before it hits the ground?

2. Now you are back on Earth. You climb up a top a 100.0 m high cliff and drop a similar ball from the edge of this cliff. How much time will it take for that ball to reach the ground?

please show work so I can understand too please!

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