if n belongs to integer and n is not equal to 0, prove that n can be written uniquely in the form n=2^k * m, where k>=0 and m is odd.

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- Jan 28th 2010, 04:26 PMDeepuAbstract algebra
if n belongs to integer and n is not equal to 0, prove that n can be written uniquely in the form n=2^k * m, where k>=0 and m is odd.

- Jan 28th 2010, 05:04 PMDrexel28
What have you tried???

P.S. WHY do you keep labeling these abstract algebra???? I get all excited to answer a question on free groups or something and when I get here....number theory :(. Juts becuase you are doing something in an abstract algebra course does it mean it is abstract algebra. - Jan 28th 2010, 05:08 PMTheEmptySet
- Jan 30th 2010, 10:27 PMDeepu