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A snowball that will be used to build a snowman is at the top of the only hill in town and weighs 22N. If the Potential Energy of the snowball is 520J, what is the height of the snowy hill?

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Answer:


Height = 23.64\ meters

Step-by-step explanation:

Given


P.E = 520\ J --- Potential Energy


Weight = 22N

Required

Determine the height of the hill

The potential energy is equal to
the\ work\ done.

So, we have:


Potential\ Energy = Work\ Done

By substitution,


Work\ Done = 520J

Work Done is calculated as follows:


Work\ Done = Force * Distance

In this case:

The force is represented by the weight of the snowball and the distance is the required height.

So, the equation becomes


Work\ Done = Weight * Height

Substitute values for Work Done and Height


520J = 22N * Height

Make Height the subject


Height = (520J)/(22N)


Height = 23.6363636\ meters


Height = 23.64\ meters (approximated)

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