For P(x) = x^3 + 8*x^2 + 11*x – 20, which of the following are factors? Select all correct options.
Note
Use the Factor Theorem. A term of the form x - a is a factor of P(x) only when P(a) = 0. So do not choose a factor by appearance; test the value inside the bracket. For this polynomial, the correct listed factors are x - (-4), x - (-5). In other words, x - (-4) because P(-4) = 0, x - (-5) because P(-5) = 0. The other options are not factors because substituting their corresponding values does not make the polynomial equal to zero.
