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One way out (
Posted on 2019-09-09
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f(x) is a 6th degree polynomial satisfying f(1-x)=f(x+1) for all real values of x. If f(x) has four distinct real roots and two real and equal roots, then find the sum of all roots of f(x)=0.
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Submitted by
Danish Ahmed Khan
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Puzzle Answer
Comment 2 of 2 |
Thre are precisely five distinct roods which add up to 5.
Posted by
K Sengupta
on 2022-07-15 02:58:03
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