Can someone help me simplify radical numbers in geometry?

AI Thread Summary
The discussion focuses on simplifying radical numbers in geometry, with a user seeking help on homework problems. A participant demonstrates the simplification of sqrt(20) by factoring it into perfect squares, illustrating the process. The original poster expresses gratitude and seeks further clarification on handling division and coefficients before the square root. Additional resources, such as a helpful link, are shared to aid understanding. The conversation emphasizes the importance of recognizing perfect squares in simplification.
Lou1024
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Hey everyone,
My class recently started radical numbers, and I haven't a clue on how you simplify them!
Heres a few of my homework problems. if someone could possibly walk me through how you do them It would be greatly appreciated.

http://img495.imageshack.us/img495/6903/math0oj.png

Sorry for the bad paint job :)
Thanks,

Lou
 
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I'll write you one.

sqrt(20) = sqrt(4*5) = 2*sqrt(5)

See what I did? I found perfect scares and are part of the product of the number 20.

I believe that's what you're doing.
 
ah ok thanks, I understand that part. But what do you do for division, or when you have a number before the square root?
 
Thanks for the link. :cool:
 
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