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A 0.50 kg ball is attached to a 1.0 m long string and is hanging vertically down on a string. We are holding the other end of the string. Suppose we now pull the ball out (with the string taut) and release it. At the bottom of the swing, the ball has a speed of 2.0 m/s. (a) What is the change in the ball's kinetic energy, from where we released it to the bottom of the swing? (b) How much total work was done on the ball (over the same interval)? (c) How much work does the string do on the ball? Hint-consider: what is the angle between the tension and the path being traveled by the ball at any instant? (d) Use the work kinetic energy theorem and your answers above to calculate how much work gravity does on the ball. (e ) The work done by gravity only depends on the change in the height and weight of the ball. Why is that true? (f) Use your answers to the questions above to answer the following question: how high did we raise the ball above its lowest position?

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Answer:

JAJAJA

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User Aron Ahmadia
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