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The height of the hill does affect the kinetic energy directly.

The formula goes like this :

Etotal= Ekinetic energy+Egravitational potential energy

Ek= 1/2(mass)(velocity2)

and Eg= (mass)(gravitational constant 9.8)(height)

So as you get closer to the ground, the kinetic energy increases while the gravitational potential energy decreases, but the total energy remains the same throughout.

Therefore, the higher you are, the more energy you are going to gain as you travel down the hill.

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Q: Would Kinetic energy be stronger on a tall hill or a lower hill?
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