buppose you and Galileo take the following data on the motion of the ball before it rolls off the table. • Table height = 1.08 meters • Distance the ball moves along the table = 0.900 meters • Mass of water ejected from the pipe: 79.8 grams · Amount of water squirting out of the pipe each second: 132.6 grams/second

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
Publisher:Paul W. Zitzewitz
Chapter3: Accelerated Motion
Section: Chapter Questions
Problem 62A
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Suppose you and Galileo take the following data on the motion of the ball before it rolls off the
table.
• Table height = 1.08 meters
• Distance the ball moves along the table = 0.900 meters
• Mass of water ejected from the pipe: 79.8 grams
• Amount of water squirting out of the pipe each second: 132.6 grams/second
Transcribed Image Text:Suppose you and Galileo take the following data on the motion of the ball before it rolls off the table. • Table height = 1.08 meters • Distance the ball moves along the table = 0.900 meters • Mass of water ejected from the pipe: 79.8 grams • Amount of water squirting out of the pipe each second: 132.6 grams/second
Calculate the speed of the ball as it rolls along the table. (assume that there is no friction)
Show your work. Feel free to handwrite your calculations.
Calculate how long it will take for the ball to reach the floor once it rolls off the table and
is in free fall. Show your work. Feel free to handwrite your calculations.
Hint: Avoid using both x and y directional components at the same time. Only one set of
components can be used to solve this given our knowledge about the problem.
Transcribed Image Text:Calculate the speed of the ball as it rolls along the table. (assume that there is no friction) Show your work. Feel free to handwrite your calculations. Calculate how long it will take for the ball to reach the floor once it rolls off the table and is in free fall. Show your work. Feel free to handwrite your calculations. Hint: Avoid using both x and y directional components at the same time. Only one set of components can be used to solve this given our knowledge about the problem.
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