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Old 2005 March 26th, 01:08 AM   #11 (permalink)
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Re: Hard one

ok, I am still not sure how you guys solve this one. Can someone please explain it again. thx

this is what I understand...
x^n-1 therefore, x ^ 6 - 1 = x^5
_ _ _ _ SIG _ _ _ _
I am ready...
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Old 2005 April 19th, 11:05 AM   #12 (permalink)
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Re: Hard one

With some graft, An can be written in the form: x^(n-1) [1+x(1+x(1+x(1+x)))]

Dividing An by "x [1+x(1+x(1+x(1+x)))]" gives "x^(n-1)/x" since the terms in the box bracket cancel.

so we have,

x^(n-1)/x = x^5

=> x^(n-1) = x^6

Therefore, n=7
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