A solid sphere of radius 'R' is kept with its centre at a depth '2R' in a liquid of density 'p'. If F1 is the force due to liquid on the upper half of the sphere and F2 is the force due to liquid on the lower half of the sphere. Find the ratio (F2÷F1). (Neglect the atmospheric pressure) A solid sphere of radius 'R' is kept with itscentre at a depth '2R' in a liquid of density'P'. If F1 is the force due to liquid on theupper half of the sphere and F2 is the forcedue to liquid on the lower half of the sphere.F2Find the ratio(품). (Neglect theatmospheric pressure)2RR

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A solid sphere of radius 'R' is kept with its centre at a depth '2R' in a liquid of density 'P'. If F1 is the force due to liquid on the upper half of the sphere and F2 is the force due to liquid on the lower half of the sphere. F2 Find the ratio (품). (Neglect the atmospheric pressure) 2R R

A solid sphere of radius 'R' is kept with its centre at a depth '2R' in a liquid of density 'P'. If F1 is the force due to liquid on the upper half of the sphere and F2 is the force due to liquid on the lower half of the sphere. F2 Find the ratio (품). (Neglect the atmospheric pressure) 2R R

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter13: State Of Matter

Section: Chapter Questions

Problem 76A

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A solid sphere of radius 'R' is kept with its centre at a depth '2R' in a liquid of density 'p'. If F1 is the force due to liquid on the upper half of the sphere and F2 is the force due to liquid on the lower half of the sphere. Find the ratio (F2÷F1). (Neglect the atmospheric pressure)

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