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P-x-is-a-monic-fifth-degree-polynomial-that-satisfy-P-1-1-P-2-4-P-3-9-P-4-16-P-5-25-P-6-




Question Number 58612 by naka3546 last updated on 26/Apr/19
P(x)  is  a  monic−fifth  degree  polynomial  that satisfy      P(1)  =  1      P(2)  =  4      P(3)  =  9      P(4)  =  16      P(5)  =  25      P(6)  =  ?
P(x)isamonicfifthdegreepolynomialthatsatisfyP(1)=1P(2)=4P(3)=9P(4)=16P(5)=25P(6)=?
Answered by tanmay last updated on 26/Apr/19
p(x)=(x−1)(x−2)(x−3)(x−4)(x−5)+x^2   p(6)=5×4×3×2×1+6^2          =120+36=156
p(x)=(x1)(x2)(x3)(x4)(x5)+x2p(6)=5×4×3×2×1+62=120+36=156

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