Factor. x^(2)-5x-50 Answer:

Identify Coefficients: Step Title: Identify the Coefficients Concise Step Description: Identify the coefficients of the quadratic equation, which are the numbers in front of the variables. In this case, the coefficients are 1, -5, and -50. Step Calculation: Coefficients are 1, -5, -50 Step Output: Coefficients: 1, -5, -50Find Factors: Step Title: Find the Factors Concise Step Description: Find two numbers that multiply to -50 (the last term) and add to -5 (the coefficient of the middle term). Step Calculation: Factors of -50 that add up to -5 are -10 and 5. Step Output: Factors: -10, 5Write Factored Form: Step Title: Write the Factored Form Concise Step Description: Write the factored form of the quadratic equation using the factors found in the previous step. Step Calculation: The factored form is (x - 10)(x + 5). Step Output: Factored Form: (x - 10)(x + 5)

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Q. Factor.

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x^{2}-5 x-50

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Answer:

Identify Coefficients: Step Title: Identify the Coefficients $\newline$ Concise Step Description: Identify the coefficients of the quadratic equation, which are the numbers in front of the variables. In this case, the coefficients are $1$ , $-5$ , and $-50$ . $\newline$ Step Calculation: Coefficients are $1$ , $-5$ , $-50$ $\newline$ Step Output: Coefficients: $1$ , $-5$ , $-50$
Find Factors: Step Title: Find the Factors $\newline$ Concise Step Description: Find two numbers that multiply to $-50$ (the last term) and add to $-5$ (the coefficient of the middle term). $\newline$ Step Calculation: Factors of $-50$ that add up to $-5$ are $-10$ and $5$ . $\newline$ Step Output: Factors: $-10$ , $5$
Write Factored Form: Step Title: Write the Factored Form $\newline$ Concise Step Description: Write the factored form of the quadratic equation using the factors found in the previous step. $\newline$ Step Calculation: The factored form is $(x - 10)(x + 5)$ . $\newline$ Step Output: Factored Form: $(x - 10)(x + 5)$