Math, asked by Netrisingh, 8 months ago

using the remainder theorem, find the remainder p(x)=x3-ax2+6x-a,g(x)=x-a​

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Answered by pulakmath007
5

Answer:

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Step-by-step explanation:

ANSWER ::

The zero of the polynomial x - a is given by

x - a = 0

a = 0So

x = a

x = aLet f(x) = x³- ax² + 6x - a

x = aLet f(x) = x³- ax² + 6x - aNow by the Remainder Theorem the required Remainder is

x = aLet f(x) = x³- ax² + 6x - aNow by the Remainder Theorem the required Remainder is f(a) = a³- a×a² + 6a - a = a³- a³ + 5a = 5a

Answered by dilbagmavi8
1

have a look at attatchment

hope it helps you mate

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