Question
Given f(x)=4x^2−10x−3, according to the Remainder Theorem, f(2) can be found by finding the remainder of which of the following division quotients?
(4x^2−10x−3)÷(x−2)
(4x^2−10x−3)÷2
(4x^2−10x−3)÷(x+2)
(4x^2−10x−3)÷x
(4x^2−10x−3)÷(x−2)
(4x^2−10x−3)÷2
(4x^2−10x−3)÷(x+2)
(4x^2−10x−3)÷x
Answers
GPT 3.5
According to the Remainder Theorem, f(2) can be found by finding the remainder of dividing (4x^2−10x−3) by (x−2). Therefore, the correct answer is:
(4x^2−10x−3)÷(x−2)
(4x^2−10x−3)÷(x−2)