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How do I factor this polynomial?
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\[x ^{2}-6x+9-4y ^{y}\]
that's not a polynomal... that last term is \[\huge 4y^y \]
Oops, it has to be squared. I'm sorry.
:)
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i'm trying...:)
ok... so this is your POLYNOMIAL: \[\huge x^2-6x+9-4y^2 \] correct?
Yes. :)
can you factor just this part: \(\large x^2-6x+9= \)
And then what do I do with the 4y^12?
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did you factor it?
do you need help?
(x-3)(x-3)
good notice it is a perfect square... so your problem can be written as:
\[\huge x^2-6x+9-4y^2 \] =\[\huge (x-3)^2-4y^2 \] =\[\huge (x-3)^2-(2y)^2 \] now we have a difference of squares... do you know how to factor \(\large a^2-b^2= \)
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No, can you show me?
|dw:1340155511206:dw|
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