SOLUTION: Use the Remainder Theorem to find P (-1/7) if P(X)={{{4X^4-2X^2+3}}}

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Question 549910: Use the Remainder Theorem to find P (-1/7) if P(X)=4X%5E4-2X%5E2%2B3
Answer by prateekagrawal(56) About Me  (Show Source):
You can put this solution on YOUR website!
In this we just need to put x= -1/7 in the P(x)= 4x%5E4-2x%5E2%2B3
so,
P(-1/7) = +4%28-1%2F7%29%5E4+-2%28-1%2F7%29%5E2+%2B3
= 4/2401 -2/49 +3
= 4/2401 - 98/2401 + 7203/2401
= 7109/2401
this is the value of P(-1/7).