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36 votes
36 votes
25Select the corredamerwhich graph represents the solution to this inequality3195 +27) > : +33ORA.6410121418202224.12810141618202224ocho61012141618202224OD6101216182022 24ResetNer

User Raold
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1 Answer

13 votes
13 votes

The given inequality is


(1)/(3)(9x+27)>x+33

Simplify the left side


3x+9>x+33

Subtract x and 9 from each side


\begin{gathered} 3x-x+9-9>x-x+33-9 \\ 2x>24 \end{gathered}

Divide each side by 2


\begin{gathered} (2x)/(2)>(24)/(2) \\ x>12 \end{gathered}

The answer should be D

User Richardhsu
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