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How could you factor that expression? After completing this Concept, you'll be able to factor quadratic expressions like these for various negative coefficient values. Watch This CK-12 Foundation: 0909S Factoring Quadratic Expressions with Negative Coefficients Guidance In the previous concept, we saw how to factor quadratic expressions whose coefficients were all positive. Factor when a = 1, b is Negative and c is Positive Now let’s see how this method works if the middle coefficient is negative. Example A Factor Solution We are looking for an answer that is a product of two binomials in parentheses: When negative coefficients are involved, we have to remember that negative factors may be involved also. But also and The last option is the correct choice. . The answer checks out. Example B The number 16 can be written as the product of the following numbers: The answer is. Conceptua Math.

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