Physics for Scientists and Engineers
Physics for Scientists and Engineers
6th Edition
ISBN: 9781429281843
Author: Tipler
Publisher: MAC HIGHER
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Chapter 10, Problem 10P
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While spinning down from 500.0 rpm to rest, a solid uniform disk does 51 KJ of work. If the radius of the disk is r=400mm what is it's mass?.
1: PLEASE ANSWER PARTS B-D, PART A IS ENERGY CONSERVED QI. A hollow ball of mass M and radius R is released from rest at the top of a bumpy track. The starting point is at height H from the bottom and the top of the bump is at height 2H/3 from the bottom of the track, as shown in Fig.1. Over the entire course of its motion, the ball rolls without slipping. The acceleration due to gravity has magnitude g and air resistance is negligible. a. Explain which physical quantity (ies) is (are) conserved over the course of the displacement of the ball along the track. b.Determine the linear speed of the ball at the lowest point on the track. c. Determine which fraction of the mechanical energy of the ball its rotational kinetic energy represents when it reaches the top of the bump. d- Without any calculations, explain whether a block sliding without friction would have a larger, equal or smaller linear speed at the end of the track.
You have a cylinder. You don't know what its internal structure looks like, but you plan to roll it down a ramp, as in this week's procedure. The ramp is 1 m long, and is elevated at an angle of 15°. The mass of the cylinder is 450 g and its diameter is 2.1 cm.After you release the cylinder, it rolls down the ramp without slipping, gaining speed. How much total energy (in J)does the block have at the bottom of the ramp?

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