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# Identime

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## raisa perez

on 30 June 2015

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#### Transcript of Identime

After the foiling, you next replace those variables with ...
Well.........
So...
now you use the variable in the factor form
so it should be
(4+3) (2+1) = 21
After that
New Identity
It works and you can easily use this for special polynomials!
*Limited time only*
SO GET IT NOW
That MEANS....
it should look like this! > (x+a) (y+b) = (1)(4)+(1)(3)+(2)(4)+(2)(3)
Now you use PEMDAS to find the sum.
which it should be now (x+a) (y+b) = 21
I used the factor (x+a) (y+b)
I foiled this new polynomial so it can the expanded form of the two factors.
(x+a) (y+b) = xy+xb+ay+ab
Next.......
you can be simply with them. So I used x=1, y=4, a=2 and ,b=3
REAL Numbers.
next is to use PEMDAS
so It should be 21=21
So you would Foil the two Factors
Identi
me

First..
you are going to insert those variable in the expanded form first.
Full transcript