Need answerASAP. A 0.4 kg rubber ball has a horizontal velocity of 1.554 m/s at point A and goes through aprojectile motion until it hits a smooth floor at point B. It then bounces off and reachesanother peak in its trajectory at point C.A Vo1.3 mB0m0.788 m0.832 m1.300 mCh0.8 miAfter the impact of the ball with the floor, it bounces off again, reaching another peakheight h, as shown in the figure above. Assume that air resistance is negligible.5. Which of the following best approximates the value of DISTANCE h?

Name: Need answerASAP. A 0.4 kg rubber ball has a horizontal velocity of 1.5
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Description: Need answerASAP. A 0.4 kg rubber ball has a horizontal velocity of 1.554 m/s at point A and goes through aprojectile motion until it hits a smooth floor at point B. It then bounces off and reachesanother peak in its trajectory at point C.A Vo1.3 mB0m

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A 0.4 kg rubber ball has a horizontal velocity of 1.554 m/s at point A and goes through a projectile motion until it hits a smooth floor at point B. It then bounces off and reaches another peak in its trajectory at point C. A Vo 1.3 m B 0m 0.788 m 0.832 m 1.300 m с + + 0.8 m i After the impact of the ball with the floor, it bounces off again, reaching another peak height h, as shown in the figure above. Assume that air resistance is negligible. 5. Which of the following best approximates the value of DISTANCE h? h

A 0.4 kg rubber ball has a horizontal velocity of 1.554 m/s at point A and goes through a projectile motion until it hits a smooth floor at point B. It then bounces off and reaches another peak in its trajectory at point C. A Vo 1.3 m B 0m 0.788 m 0.832 m 1.300 m с + + 0.8 m i After the impact of the ball with the floor, it bounces off again, reaching another peak height h, as shown in the figure above. Assume that air resistance is negligible. 5. Which of the following best approximates the value of DISTANCE h? h

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter6: Motion In Two Dimensions

Section6.3: Relative Velocity

Problem 27PP

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