Explanation Given data: For Model A: Mass of the handle, m handle = 1.0 kg Mass of the paddle, m paddle = 0.50 kg Length of the handle, L handle = 1.0 m Edge of the paddle, L paddle = 0.40 m For Model B: Mass of the handle, m handle = 1.5 kg Mass of the paddle, m paddle = 0.60 kg Length of the handle, L handle = 0.75 m Length of the paddle, L paddle = 0.30 m Formula used: Moment of inertia of handle, I h a n d l e = 1 3 m h a n d l e L 2 h a n d l e Moment of inertia of paddle, I p a d d l e = m p a d d l e h 2 p a d d l e Moment of inertia of Model A, I A = ( I handle ) A + ( I paddle ) A Moment of inertia of Model, I B = ( I handle ) B + ( I paddle ) B Calculation: For Model A Distance of the paddle from the axis of rotation h p a d d l e = 1.0 + ( 0.40 2 ) m h p a d d l e = 1.2 m Substitute for I handle and I paddle in above equation, we get the moment of inertia of the Model A

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Author: Tipler

Publisher: MAC HIGHER

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Chapter 9, Problem 52P

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To Compute:Moment of inertia of both beaters and the one which is better.

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Chapter 9, Problem 51P

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Moment of inertia of both beaters and the one which is better.

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