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Factor. If an expression is prime, so indicate.$$8 y^{2}-2 y-1$$

$(4 y+1)(2 y-1)$

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

Harvey Mudd College

University of Michigan - Ann Arbor

Lectures

01:46

Factor. If an expression i…

00:29

Factor completely. Remembe…

01:59

Factor completely. If the …

01:16

Factor completely, or stat…

01:08

00:43

01:04

01:12

01:15

Factor completely. If a po…

01:05

Factor.$-y^{3}-8 y^{2}…

02:00

Factor expression complete…

02:50

Factor each expression com…

01:03

Factor completely.$$

01:25

Factor completely.$$4 …

basically cast a factor falling. So we have a is equal to eight. Be using to negative to And why would you be able to make it? Yes, I see that sick listening to what our key number is. He called Super eight times negative one, which is equal to negative eighths. Could a product the Tuesday numbers need to be equal to get AIDS, and their sums need to be equal to ***, too. We can use four and two to get a negative, too. We subtract for so we could split up our equation into negative four. Why, plus two. Why and minus one. So factor in the 1st 2 terms were, in fact, out of four y. So we get to Why, why this one plus two? Why? But it's one. So we have 21 minutes, one in common, to look, in fact it out to get the phone

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