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factor each expression: 3x^2-27y^2
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someone help
well what do they both have in common? start there
square root
well, that's a good observation, anything else?
you can take out the three and factor
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very good! so what do you get when you take the three out of both?
x^2-9y^2
dont forget you still have the three on the outside! 3(x^2 - 9y^2)
ok, now do you know about the difference of squares factorization?
no
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well, the difference of squares says this: \[a ^{2}-b ^{2} = (a -b)(a+b)\]
would it be 3(x+3) (x-3y)
nice! good job!! just a few syntax things to take care of to make sure your teacher doesn't missunderstand you: 3[(x+3y)(x-3y)]
you're welcome
thanks
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