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Factor. If an expression is prime, so indicate.$$6 w^{2}+13 w+5$$

$(2w+1) (3 w+5)$

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

Oregon State University

Harvey Mudd College

Lectures

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okay, So attracted a fallen We have a which is equal to six. B, which is equal to three, can see which is to go to five to a key number musical to six times fine, which is equal to dirty. So the product of two numbers need to be equal to 30 and their sums need to be equal to three. Actually, my B is actually do to get here, so that's some needs to be equal to 13. So two numbers I can use is three in 10 and her some is equal to 13. So we weren't my equation as three w plus 10 w and now a factor. The 1st 2 terms contracts out of three w from the 1st 2 and enough of ah to W plus one and then for my last two terms, I can fact out of five and I get to W what's one. I could see that I have a to W plus one in common, so I get to the pupils one times three w close. Five

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