Factor the quadratic expression completely.

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Identify Quadratic Expression: Step Title: Identify the Quadratic Expression Concise Step Description: Identify the quadratic expression that needs to be factored. Step Calculation: The given quadratic expression is ＂g^2 – 11g + 18＂. Step Output: Quadratic Expression: g^2 – 11g + 18Determine Coefficients: Step Title: Determine the Coefficients Concise Step Description: Determine the coefficients of the quadratic expression for the terms g^2, g, and the constant. Step Calculation: The coefficients are 1 for g^2, -11 for g, and 18 for the constant term. Step Output: Coefficients: 1, -11, 18Find Constant Term Factors: Step Title: Find the Factors of the Constant Term Concise Step Description: Find two numbers that multiply to the constant term (18) and add up to the coefficient of the g term (-11). Step Calculation: The factors of 18 that add up to -11 are -2 and -9. Step Output: Factors: -2, -9Write Factored Form: Step Title: Write the Factored Form Concise Step Description: Write the quadratic expression in its factored form using the factors found in the previous step. Step Calculation: The factored form is (g - 2)(g - 9). Step Output: Factored Form: (g - 2)(g - 9)

Factor the quadratic expression completely. $\newline$ $-8 x^{2}-15 x+2=$

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Factor the quadratic expression completely.\newline−8x2−15x+2= -8 x^{2}-15 x+2= −8x2−15x+2=

Factor the quadratic expression completely. $\newline$ $-8 x^{2}-15 x+2=$