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if a+b+c=2, what does -8c-8a-8b equal???
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take -8 common an put value of a+b+c
hint \[-8(a+b+c)=?\]
oh ok -16
how did you know to do that????? I have been trying to rearrange a+b+c=2 to find the value of the variables and then plug those in
\[-8c-8a-8b \] by the distributive property this is \[-8(c+a+b)=-8(a+b+c)\]
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since \[a+b+c=2\] you know \[-8(a+b+c)=-8\times 2=-16\]
brilliant
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