P (2) = 14 and p (-3) = 0. Write one factor of p (x) and explain how you know

Step-by-step explanation:

Given p (2) = 14 and p (-3) = 0, according to factor theorem, if a polynomial p (x) is divided by a function x+c where c is a constant, then x+c is said to be a factor of p (x) if p (-c) = 0 i. e if the remainder is zero after the division.

According to the question, it can be seen that p (-3) = 0. This means that the function x+3 is said to be factor if the remainder of the polynomial is zero when divided the polynomial because the reminder leaves zero after division where c = 3