Moment Of Inertia Of A Semi-Circular Disk?

AI Thread Summary
The discussion revolves around calculating the moment of inertia for a semi-circular disk. A participant acknowledges errors in their initial calculations, specifically missing a squared term and misinterpreting the mass of the disk. The correct mass for the semi-circular disk is clarified as 10 kg, not for a full disk. Participants emphasize the importance of careful reading and verification of equations before posting. The conversation highlights common pitfalls in physics homework related to moment of inertia calculations.
Roomie
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Homework Statement



http://dl.dropbox.com/u/630750/Screen%20Shot%202012-04-26%20at%2010.03.36.png

Homework Equations





The Attempt at a Solution



http://dl.dropbox.com/u/630750/Photo%2026-04-2012%2010%2001%2034.jpg

I know this is wrong but I can't really see why, can anybody help?

Thanks!
 
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Hi Roomie! :smile:

(please type your answers in future)

Why 1/4 Mr2 ? :confused:
 
Your approach is correct, but you've made two mistakes inserting the numbers (hint: you're missing a square and use wrong mass). Check your result again (actually, you should probably make a habit of doing this before posting in the first place)
 
Ah yes I see that I missed a squared, and that makes my answer 0.111. But I don't see how I have used the wrong mass? The mass of the semi circular disk is 10kg?
 
Sorry, I misread the text as if the mass of the full disc was 10 kg.

Reading it correctly I can then only ask as tiny-tim did (that is, check your equation for the moment of inertia around O).
 

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