4 Answers
kaymant
·2009-08-13 17:59:00
Is f specified to be a polynomial. If yes, the f(x)=x3+1. As such f(6)=217.
Debotosh..
·2009-08-13 20:51:56
for the given equation to be satisfied , f(x) must satisfy:
f(x) =(±)xn+1
considering, f(4) = 65= +43 +1
thus , f(x) =+x3+1
...........f(6)= 63+1 = 217
Lokesh Verma
·2009-08-13 22:08:16
organic..
i have seen a lot of such arguements in even good books..
but have not seen any convincing arguement to prove that it is x^n+1
Be careful when you are using this result (not to mean that the result is wrong :P)
Hari Shankar
·2009-08-13 22:33:26
The proof was one of my first posts in this forum. I am unable to retrieve the post in this forum, so i'll link to goiit:
http://www.goiit.com/posts/list/differenciation-f-x-72814.htm#358923