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ALGEBRA: Factoring Review 1

3/14/2017

41 Comments

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

Be specific as this will shape instruction tomorrow.

41 Comments
Norton
3/14/2017 08:22:19 am

A not equal to 0

Reply
gallagher
3/14/2017 08:22:43 am

idk.

Reply
Knott
3/14/2017 08:22:50 am

Solving trinomials that do not equal 1

Reply
Watson
3/14/2017 08:22:55 am

All factoring I don't get it at all

Reply
Leirstein, Eva
3/14/2017 08:23:03 am

Working on a is not = 1 (trinomials) and difference of squares

Reply
Mayfield
3/14/2017 08:23:09 am

Why in some difference of squares do you sometimes remove the middle number or move down the negative but sometimes you dont.

Reply
Morey
3/14/2017 08:23:16 am

I would work on a not equal to one problems more

Reply
David
3/14/2017 08:23:30 am

I would work on a not equal to 1 trinomials

Reply
Ferella
3/14/2017 08:23:31 am

factor with gcf and when a isn't equal to 0

Reply
Logee
3/14/2017 08:23:33 am

I think that we need to spend more time on the perfect square trinomials and the difference of squares.

Reply
Kortman
3/14/2017 08:23:41 am

I get confused in the perfect square problems with all the steps. And when I am done with the problem

Reply
Whitney
3/14/2017 08:23:48 am

A not equal to 1

Reply
shaughns
3/14/2017 08:23:54 am

when to use gcf

Reply
Alex Ross
3/14/2017 08:23:57 am

Problems with the solve equal to

Reply
Nichols
3/14/2017 08:23:57 am

Not equal to 1

Reply
Wroblewski
3/14/2017 08:24:05 am

Solving trinomials with a fraction

Reply
Dallos
3/14/2017 08:24:12 am

Factoring anything equal to zero

Reply
Appold
3/14/2017 08:24:15 am

Trinomials setting = 0 a not =1 perfect squares

Reply
Gregory
3/14/2017 08:24:20 am

Trinomials and is not equal to 1

Reply
Gehres.
3/14/2017 08:24:29 am

A not equal to zero

Reply
Mason doe
3/14/2017 08:24:30 am

I need to spend more time on knowing what to do at first and knowing what the problem is asking

Reply
Dominic Petitjean
3/14/2017 08:24:40 am

How do you do the a not equal to one if the variable is bigger than 2. Like x3+x2+18= 0. And with fractions, because that doesn't make any sense.

Reply
Sears
3/14/2017 08:24:44 am

I would work on perfect square trinomials.

Reply
LeCureux
3/14/2017 08:25:02 am

I think I'm gonna need a little more help with difference of squares and perfect squares.

Reply
Kindsvatter
3/14/2017 12:05:06 pm

Differences of square problems

Reply
mays
3/14/2017 12:05:25 pm

perfect square trinomials

Reply
Rothman
3/14/2017 12:05:41 pm

Not =to 0

Reply
L. Emmons
3/14/2017 12:05:47 pm

Figuring out when I'm completey done with the problem

Reply
Waldvogel
3/14/2017 12:06:03 pm

I think we need to spend more time working with perfect square trinomials and difference of squares

Reply
Coveyou
3/14/2017 12:06:04 pm

Figuring out when i have the answer

Reply
McLester
3/14/2017 12:06:05 pm

Finding out when the problem is done or not

Reply
Gabby, Gus, milla
3/14/2017 12:06:16 pm

I need help on the ones where you set them equall to 0
Set them equall to 1
Going through the solving process

Reply
Gendich
3/14/2017 12:06:32 pm

Perfect squares, factor of squares

Reply
Panos
3/14/2017 12:06:32 pm

Most of my problems come from knowing how to solve (what to use)

Reply
Gray,Swan
3/14/2017 12:06:43 pm

More time on when we do ( + ) ( - ) or ( )squared

Reply
Ross
3/14/2017 12:06:49 pm

More time on trinomials not equal to 1

Reply
Shuman
3/14/2017 12:06:50 pm

Perfect squares, trinomals

Reply
Shaw sears
3/14/2017 12:07:12 pm

A=not 1
Factoring
Equation solving

Reply
Moore wandrie madell
3/14/2017 12:07:44 pm

Difference of squares

Reply
Brandon klawuhn
3/14/2017 12:07:50 pm

Factoring all

Reply
Jaylin
3/14/2017 12:08:01 pm

I struggled with the diamond

Reply



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