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Prime Factors!!!

Expert replies
by kath_the_great4 » Sat Sep 27, 2008 7:20 am
What is the greatest Prime Factor of 4^17-4^28?

I guessed and got this one right, but I can't keep rellying on the low odds of guessing so can someone please explain how to handle questions of this nature?

Thanks in advance!
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Source: — Problem Solving |

Re: Prime Factors!!!

by sudhir3127 » Sat Sep 27, 2008 8:48 am
kath_the_great4 wrote:What is the greatest Prime Factor of 4^17-4^28?

I guessed and got this one right, but I can't keep rellying on the low odds of guessing so can someone please explain how to handle questions of this nature?

Thanks in advance!
Please use the search option before starting a new thread. amd please post the Question correctly..
AFAI remember the Question shud be

4^17- 2^28

4^17 is 2^34

2^34-2^28

2^28( 2^6-1)

2^28 * 63

highest prime factor of 63 is 7

hence its 7.

Please let me know if u have any doubts.......
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by kath_the_great4 » Sat Sep 27, 2008 9:38 am
Thanks for that!

Exponents are my weak point so there is one thing I wanted to clarify---
why are we ignoring 2^28 when picking the greatest prime factor of this product?

Does anyone have any links to intermediate/advanced rules of exponents? Would be greatly appreciated.
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by stop@800 » Sat Sep 27, 2008 10:30 am
2^28 has only one prime factor which is 2.
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by mberkowitz » Mon Sep 29, 2008 8:58 am
kath check out directory of gmat resources under resources tab, if you look under the math area I believe they have a compilation of rules on exponents...
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by stop@800 » Mon Sep 29, 2008 11:16 am
mberkowitz wrote:kath check out directory of gmat resources under resources tab, if you look under the math area I believe they have a compilation of rules on exponents...
Thanks a lot mberkowitz.
I was also not aware of this excellent material.
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by mberkowitz » Mon Sep 29, 2008 11:19 am
stop are u being facitious?
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