Question

x³-7x²+6x+4 is divided by (x-6)find the remainder using remainder theorem

Answer 1

Heya..

According to Remainder theorem,

If a polynomial p (x) divided by (x-a) then remainder equal to p (a).

Let p(x) = x³-7x²+6x+4 and x-a as x-6.

So 6 = a.

Hence remainder = p(6)

=) p(6) = 6^3 - 7(6)^2 + 6(6) + 4

= 216 - 252 + 36 + 4

= 256 - 252

= 4.

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Hence reminder is 4.

Hope it's helpful to u.

Answer 2

I am writing on the paper
please refer it for the solution
sorry it gone wrong I have forgotten the minus
216-252+36+4
4 is the answer.