Derive an equation based on where the ball lands on the floor, find the speed with...
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Derive an equation based on where the ball lands on the floor, find the speed with which the ball leaves the ramp. Calculate the speed v slide with which the ball would leave the ramp if it slid instead of rolled down the ramp (e.g., if all potential energy was converted into translational kinetic energy.) with a derived equation. I only need help with the derived quation because the coefficient of friction is unknown and we only know the angle, lengeth, and vertical height of the ramp plus the y and x codinates of the ball's distance after leaving the ramp and fall on ftoordown to the ground from the table. Picture of the setup below. 13.5 cm ramp 7 845 on floor Trials I Meterstick on floor Derive an equation based on where the ball lands on the floor, find the speed with which the ball leaves the ramp. Calculate the speed v slide with which the ball would leave the ramp if it slid instead of rolled down the ramp (e.g., if all potential energy was converted into translational kinetic energy.) with a derived equation. I only need help with the derived quation because the coefficient of friction is unknown and we only know the angle, lengeth, and vertical height of the ramp plus the y and x codinates of the ball's distance after leaving the ramp and fall on ftoordown to the ground from the table. Picture of the setup below. 13.5 cm ramp 7 845 on floor Trials I Meterstick on floor
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To derive an equation for the speed with which the ball leaves the ramp we can consider the conserva... View the full answer
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Operations Management Creating Value Along the Supply Chain
ISBN: 978-0470525906
7th Edition
Authors: Roberta S. Russell, Bernard W. Taylor
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