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Completely factor the expression 112x² – 567y²
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first of all you can notice that 112=7*16 and 567=7*81
7(16x^2-81y^2) now 16x^2=(4x)^2 81y^2=(9y)^2
Now you only need to know that (a-b)(a+b)=a^2-b^2
7(4x-9y) (4x+9y)
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