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\[(2u ^{2} + 4) - (u ^{2} - 3u +7)\]
When I Simplified This I Got: \[u ^{2 } - 3u - 3\]
The second term is off
Is it a positive 3u??
\(\color{#000000 }{ \displaystyle -(u^2-3u+7)=-(u^2)-(-3u)-(+7)=-u^2 +3u-7 }\) Yes, exactly, 3u is positive.
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\[(2u ^{2} + 4) - (u ^{2} -3u + 7) = u ^{2} + 3u - 3??\]
Yes, there you go!
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