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Factor. See Example 4.$$4 a^{2}-15 a b+9 b^{2}$$
$(4a-3 b)(a-3 b)$
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
Campbell University
Oregon State University
Baylor University
University of Michigan - Ann Arbor
Lectures
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Okay, So ask the fact that I've fallen. You haven't eastward and b squared. So our binomial will have A and P for each turn. And then you see, there are leading coefficients for so we can either have a for in a one or a two in it too. Okay. And then our ending her vision hasn't lying. So we can either have a 303 or nine and one. So let's take this one and puts a nine and a one, because two times nine is equal to 18. Well, then, if we subtract it by two, he gets a 16 which is not 15. So it's actually try a two or 300 to be here. Okay. And then to a wolf wasn't to have a positive here. And a negative are signs with people from negative. So let's see what we get for me. It's for a squared minus 27. See foreign times three crashes, 12 a B minus 3 80 and then plus nine b squared. This gives us a 15 or negative 15. So does his crap
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