a student is deriving the quadratic formula. her first two steps are shown. step 1: -c = ax² + bx step 2: -c…

a student is deriving the quadratic formula. her first two steps are shown. step 1: -c = ax² + bx step 2: -c = a(x² + \\frac{b}{a}x) which best explains or justifies step 2? division property of equality factoring the binomial completing the square subtraction property of equality

a student is deriving the quadratic formula. her first two steps are shown. step 1: -c = ax² + bx step 2: -c = a(x² + \\frac{b}{a}x) which best explains or justifies step 2? division property of equality factoring the binomial completing the square subtraction property of equality

Answer

Brief Explanations:

En Step 2, se extrae el factor 'a' del binomio $ax^{2}+bx$. Esto se hace aplicando la propiedad distributiva en sentido inverso, que es el proceso de factorizar.

Answer:

factoring the binomial