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Grade upto college level Mechanics

A 325-g ball with a speed v of 6.22 m/s strikes a wall at an angle θ of 33.0° and then rebounds with the same speed and angle (Fig). It is in contact with the wall for 10.4 ms. (a) What impulse was experienced by the ball? (b) What was the average force exerted by the ball on the wall?
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

Profile image of Shane Macguire
11 Years agoGrade upto college level
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1 Answer

Profile image of Deepak Patra
11 Years ago
(a)
Below figure shows a 325-g ball with a speed v of 6.22 m/s strikes a wall at an angle θ of 33.0° and then rebounds with the same sped and angle.

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