Identify Common Factor: Step Title: Identify the Common Factor Concise Step Description: Identify the greatest common factor that can be factored out from both terms in the expression. Step Calculation: The greatest common factor of 6z and -24 is 6. Step Output: Greatest common factor is 6.Factor Out Common Factor: Step Title: Factor Out the Greatest Common Factor Concise Step Description: Divide both terms in the expression by the greatest common factor and write the expression as a product of the greatest common factor and the resulting simplified expression. Step Calculation: 6z ÷ 6 = z, -24 ÷ 6 = -4. The factored expression is 6(z - 4). Step Output: Factored expression is 6(z - 4).

Algebra 2

Factor polynomials

Full solution

Q. Factor

6 z-24

Identify Common Factor: Step Title: Identify the Common Factor $\newline$ Concise Step Description: Identify the greatest common factor that can be factored out from both terms in the expression. $\newline$ Step Calculation: The greatest common factor of $6z$ and $-24$ is $6$ . $\newline$ Step Output: Greatest common factor is $6$ .
Factor Out Common Factor: Step Title: Factor Out the Greatest Common Factor $\newline$ Concise Step Description: Divide both terms in the expression by the greatest common factor and write the expression as a product of the greatest common factor and the resulting simplified expression. $\newline$ Step Calculation: $6z \div 6 = z$ , $-24 \div 6 = -4$ . The factored expression is $6(z - 4)$ . $\newline$ Step Output: Factored expression is $6(z - 4)$ .