Polynomial P(x) contains only terms of odd degree. When P(x) is divide – InterviewSolution

1.	Polynomial P(x) contains only terms of odd degree. When P(x) is divided by (x−3), the remainder is 6. If P(x) is divided by (x2−9), then the remainder is g(x). Then the value of g(2) is
Answer» Polynomial $P (x)$ contains only terms of odd degree. When $P (x)$ is divided by $(x - 3)$ , the remainder is $6$ . If $P (x)$ is divided by $(x^{2} - 9)$ , then the remainder is $g (x)$ . Then the value of $g (2)$ is

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