what is the remainder when f(x)= x^2-3(x+3 divided by g(x)= x-1

2 thoughts on “what is the remainder when f(x)= x^2-3(x+3 divided by g(x)= x-1”

1. -13 is the right answer

   hope it helps you

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2. Answer:

   -13

   Step-by-step explanation:

   f(x) = x²-3(x+3) = x²-3x-9

   g(x) = x-1, also g(x) = 0

   => x-1 = 0

   => x = 1

   Substituting 1 at place of x,

   (1)² – 3(1) – 9 = 1 – 3 – 9 = -13

   Hence, the remainder is -13.

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