Show all working explaining detailly each stepAnswer must be typewritten with a computer keyboard! 6.Figure 1.Figure I shows a solid sphere, centre ) and radius 2r, which is fixcd on a horizontal plane. A particle P, ofmass m, is released from rest at a point B on the surface of the sphere so that it slides dewn the emonih3rabove O.2.outside surlace of the sphere. The point B on the sphero is at a heightAfter time , aele AOP - e.(a)Find in terms of m, g and cose, the reaction of the sphere on P at timc i.(b)Show that P leavcs the surface of the sphere at the point C which is at a height rulvoe O.(c)Find the speed of P at the point C.(d)Find the time taken from the instant when P leaves C to the instami when P lands on the fixed plane

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Figure 1. Figure I shows a solid sphere, centre ) and radius 2r, which is fixcd on a horizontal plane, A particle P, of mass m, is released from rest at a point B on the surface of the sphere so that it slides dewn the enih 3r above O. 21 outside surlice of the sphere. The poiat B on the sphere is at a height After time 1, angle AOP-8. (a) Find in terms of m, g and cose, the reaction of' the sphere on P at time . (b) Show that P leavce the surface of the sphere at the point C which is at a heighi rulvwe O. (c) Find the speed ofP at the point C.

Figure 1. Figure I shows a solid sphere, centre ) and radius 2r, which is fixcd on a horizontal plane, A particle P, of mass m, is released from rest at a point B on the surface of the sphere so that it slides dewn the enih 3r above O. 21 outside surlice of the sphere. The poiat B on the sphere is at a height After time 1, angle AOP-8. (a) Find in terms of m, g and cose, the reaction of' the sphere on P at time . (b) Show that P leavce the surface of the sphere at the point C which is at a heighi rulvwe O. (c) Find the speed ofP at the point C.

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter4: Motion In Two And Three Dimensions

Section: Chapter Questions

Problem 19P

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