Use the Graph or Table to Determine a Solution of the Equation

Use the graph or table to determine a solution of the equation. Use synthetic division to verify that this number is a
solution of the equation. Then solve the polynomial equation.
- $x^{3}+9 x^{2}+26 x+24=0$

A) $- 2$ ; The remainder is zero; $- 2 , - 3$ , and $- 4$ , or $\{ - 4 , - 3 , - 2 \}$
B) $- 2$ ; The remainder is zero; $2 , - 3$ , and $- 4$ , or $\{ - 4 , - 3,2 \}$
C) $- 2$ ; The remainder is zero; $- 2,3$ , and $- 4$ , or $\{ - 4 , - 2,3 \}$
D) $- 2$ ; The remainder is zero; $- 2 , - 3$ , and 4 , or $\{ - 3 , - 2,4 \}$