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Which expression is equivalent to 6a + 12? 6(a + 6) 3(3a + 9) 6(a + 9) 2(3a + 6)
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Use distributive property \[\large a(b+c)~=~ab+ac\]
So It's out of A & C?
Legendary?
no
It's not
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ok look at it this way...what number can u factor out equally between 6 and 12?....now that number when multiplied to the brackets give back (6a+12)
the number that factors out equally is 6
\[\large 6(a+6) \Rightarrow 6a+36\]\[\large 3(3a+9) \Rightarrow 9a+27\]\[\large 6(a+9) \Rightarrow 6a+54\]\[\large 2(3a+6) \Rightarrow 6a+12\]
It's B
15a + 39 ?
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It ain't B
So then It's D
factors of 6....1,2,3,6... factors of 12....1,2,3,4,6....
Yes, it's D.
Ok thanks!
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