ALGEBRA: Factoring difference of squares

3/9/2017

As you look at factoring difference of squares what would you spend more time on?

You will be specific and appropriate.

41 Comments

Appold

3/9/2017 08:22:49 am

I find when the problem has 2 variables it makes the problem more confusing

Norton

3/9/2017 08:22:55 am

Quadratic equations

Ross

3/9/2017 08:23:03 am

Making sure that the answer is fully simplified.

Pulaski

3/9/2017 08:23:09 am

I would spend more time on factoring the polynomials

Mayfield

3/9/2017 08:23:15 am

We need e taught how to solve when equal to zero

Wroblewski

3/9/2017 08:23:22 am

I would spend more time on the actual factors

Watson

3/9/2017 08:23:28 am

Different ways of doing it

AL.sears

3/9/2017 08:23:29 am

The solving ones when it's equal to 0

MacGregor

3/9/2017 08:23:37 am

i wouldn't spend more time on seeing if it is a perfect square or not

Gregory

3/9/2017 08:23:46 am

I would spend more time on solving the problems

Kishigo

3/9/2017 08:23:48 am

you need to focus on whether or no it follows the (+) (-) rule

Dallos

3/9/2017 08:23:57 am

Equal to 0

Ferella

3/9/2017 08:23:59 am

I would spend more time on factoring when there are four numbers because it gets confusing and I would want to be more clear on it.

Logee

3/9/2017 08:24:01 am

I understand how to do this pretty well. If anything I would spend more time on solving the grouping equations like the last one on the notes.

Smith

3/9/2017 08:24:18 am

I would like to spend more time on deciding when a problem is prime

Morey

3/9/2017 08:24:18 am

I would spend more time on the equations

Gehres

3/9/2017 08:24:27 am

simplifying
Knowing what to do with positives

Mason d

3/9/2017 08:24:32 am

I would spend more time on knowing more about squares

Knott

3/9/2017 08:24:41 am

You'd spend more time if there are 2 variables

Hannah

3/9/2017 08:25:37 am

More time learning about factoring numbers that are needed to be simplified

Kortman

3/9/2017 08:26:56 am

I need help when solving to zero

Panos

3/9/2017 12:07:28 pm

How to break the numbers down more and where

Lancaster

3/9/2017 12:07:50 pm

I don't understand when to do what.

Kindsvatter, Klawuhi

3/9/2017 12:07:58 pm

when the problem has 2 variables it makes the problem harder

L. Emmons

3/9/2017 12:08:05 pm

Knowing when the number is fully simplified

Gendich

3/9/2017 12:08:06 pm

Slow down on steps.

Mays & Himebauch

3/9/2017 12:08:11 pm

We both need more practice in general

Waldvogel

3/9/2017 12:08:13 pm

I would spend more time on working with grouping when factoring.

Ross

3/9/2017 12:08:14 pm

I would spend more time on find the GCF of each equation

Gray and Swan

3/9/2017 12:08:20 pm

Gray: I'm great
Swan: splitting them up and putting them in parentheses

ava atchison

3/9/2017 12:08:33 pm

the stuff that equals zero

Moore Madell wandrie

3/9/2017 12:08:38 pm

Spend more time going over each step slowly and get it simplified

McLester

3/9/2017 12:08:39 pm

Knowing when the question is all done

Shuman

3/9/2017 12:08:48 pm

How do you do it when it has 2 variables it confuses me

Tripp

3/9/2017 12:08:54 pm

The factoring rules or something

Shaw

3/9/2017 12:08:59 pm

Knowing when to do multiple steps while squaring it more

Coveyou

3/9/2017 12:09:08 pm

Knowing when it is fully simplified

Jimmy

3/9/2017 12:09:08 pm

Making sure the answet is fully simplified

Jaylin mitchell

3/9/2017 12:09:37 pm

I had problems with math

Chris hull

3/14/2017 08:38:19 am

I had troubles knowing if the problem was fully simplified or not.

Rothman

3/16/2017 07:23:46 am

Not = 0

ALGEBRA: Factoring difference of squares

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