P(x) is a 4rth degree equation. How can it have 48 roots?
\hspace{-16}\mathbb{I}$f $\bf{x_{i}\; \big(i=1,2,3,.....,48\big)}$ are the Roots of the equation $\bf{\mathbb{P}(x)=18x^4+3x+2006}$\\\\ Then Find value of $\bf{\sum_{i=1}^{48}\frac{x_{i}}{1+x_{i}}=}$
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4 Answers
Shubhodip
·2012-05-16 15:22:46
lol
Sushovan Halder sir,how to solve?
Upvote·0· Reply ·2014-06-08 23:55:41man111 singh Ohooo Sorry actually it is from i=1 to i = 4
Sushovan Halder
·2014-06-12 04:24:16
i am getting 8015/2003
Sushovan Halder man singh bhaiyya is my solution right?
Amartya Kumar Mistry
·2014-06-29 04:16:02
i am getting 8017/2004 as answer well @sushovan did you tried any short curt method or simply just multiplied and added i have not found any short method
Sushovan Halder i found out the equation whose roots are x/(1+x).