Draw the graph of total Energy vs height of a ball dropped from a height of 'h' m from the ground.
Mass of ball = 'm' kg and acceleration due to gravity = 'g' ms $^{- 2}$ .

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Solution

Total Energy of the ball at top = Potential Energy of the ball at top = mgh

According to law of conservation of Energy, total energy of a system remains conserved.
Hence the graph of the ball will look like :

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Q. Draw the graph of total Energy vs height of a ball dropped from a height of 'h' m from the ground.
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Draw the graph of total Energy vs height of a ball dropped from a height of 'h' m from the ground. Mass of ball = 'm' kg and acceleration due to gravity = 'g' ms−2.

Total Energy of the ball at top = Potential Energy of the ball at top = mgh According to law of conservation of Energy, total energy of a system remains conserved. Hence the graph of the ball will look like :

Draw the graph of total Energy vs height of a ball dropped from a height of 'h' m from the ground.
Mass of ball = 'm' kg and acceleration due to gravity = 'g' ms $^{- 2}$ .

Total Energy of the ball at top = Potential Energy of the ball at top = mgh

According to law of conservation of Energy, total energy of a system remains conserved.
Hence the graph of the ball will look like :