Assume that the launching and landing position of the steel ball are at the same height. (yy)The mass of the steel ball is 40 g, the initial speed of the ball is 3,75 m/s and the angle at which the bell is relegsed is given as 65°• Mass of the steel ball expressed in St unitsCkg'sOkgsCkg* Initial speed of ball isO/m'sOmssOm/sOm/sa) Which formala do we use to caleulate the time of flight?b) Calculate the time of fight for the steel ball?

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Description: Assume that the launching and landing position of the steel ball are at the same height. (yy)The mass of the steel ball is 40 g, the initial speed of the ball is 3,75 m/s and the angle at which the bell is relegsed is given as 65°• Mass of the steel

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Assume that the launching and landing position of the steel ball are at the same height. (yy) The mass of the steel ball is 40 g, the initial speed of the ball is 3,75 m/s and the angle at which the bell is relesed is given as 65° • Mass of the steel ball expressed in St units Ckg''s Okgs Ckg * Initial speed of ball is Omss Om/s Om/s a) Which formula do we use to calculate the time of flight? b) Calculate the time of fight for the steel ball?

Assume that the launching and landing position of the steel ball are at the same height. (yy) The mass of the steel ball is 40 g, the initial speed of the ball is 3,75 m/s and the angle at which the bell is relesed is given as 65° • Mass of the steel ball expressed in St units Ckg''s Okgs Ckg * Initial speed of ball is Omss Om/s Om/s a) Which formula do we use to calculate the time of flight? b) Calculate the time of fight for the steel ball?

Physics for Scientists and Engineers, Technology Update (No access codes included)

9th Edition

ISBN:9781305116399

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter9: Linear Momentum And Collisions

Section: Chapter Questions

Problem 9.57P: A particle is suspended from a post on top of a can by a light string of length L. as shown in...

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