9. Consider a ball thrown upward at 104 feet per second from a ledge 60 feet from the ground. If gravity is 32 feet per second-squared, write an equation to model the motion of the ball. When does the ball reach its peak? How high is the peak? When does the ball hit the ground? [Use Excel to plot and estimate the time of impact.]
9. Consider a ball thrown upward at 104 feet per second from a ledge 60 feet from the ground. If gravity is 32 feet per second-squared, write an equation to model the motion of the ball. When does the ball reach its peak? How high is the peak? When does the ball hit the ground? [Use Excel to plot and estimate the time of impact.]
College Physics
10th Edition
ISBN:9781285737027
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter7: Rotational Motion And The Law Of Gravity
Section: Chapter Questions
Problem 10CQ: Use Keplers second law to convince yourself that Earth must move faster in its orbit during the...
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9. Consider a ball thrown upward at 104 feet per second from a ledge 60 feet from the ground. If gravity is 32 feet per second-squared, write an equation to model the motion of the ball. When does the ball reach its peak? How high is the peak? When does the ball hit the ground? [Use Excel to plot and estimate the time of impact.]
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