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Need Help: Given the trinomial x^2+bx-c where both the first sign is positive and the second sign is negative, the signs of the factors will be: A. one positive and one negative B. both negative C. both positive D. cannot determine
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What happens when you expand the following: \[(ax+b)(cx+d)\\ (ax-b)(cx-d)\\ (ax+b)(cx-d)\\ (ax-b)(cx+d)\] Specifically, what happens to the sign of the constant term?
Double-check that you have copied the problem down correctly. In your x^2 + bx - c, the first two terms are (+), while the last term is (-).
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