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A trinomial has been partially factored. Complete each statement that describes the type of integers we should consider for the blanks.$5 y^{2}-13 y+6=(5 y \square)(y \square)$since the last term of the trinomial is positive and the middle term is negative, the integers must be _____ factors of 6.
negative Factors
Algebra
Chapter 6
Factoring and Quadratic Equations
Section 3
Factoring Trinomials of the Form $a x^{2}+b x+c 454$
Equations and Inequalities
Quadratic Functions
Missouri State University
Baylor University
University of Michigan - Ann Arbor
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Okay, so we're given the following statement Since the last term of the Harry. No meal is positive. So we have positive six. And the middle term is negative. Negative. 15. Why? No introduced. Must be blank factors. I have six. Well, that means, um when we multiply it, these two terms that we have, they must turn into a positive number. So in order for these two to be negative, they must both be negative. So we have negative factors or six.
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