A student is ordering a flower arrangernent. She can choose any combination of roses and carnations for her flower arrangement, and she does not want to spend more than $ \$ 30 $. If roses cost $ \$ 3 $ each and carnations cost $ \$ 2 $ each, which inequality represents ail possible combinations of $ x $ roses and $ y $ carnations? A $ 3 x+2 y30 $ D $ 2 x+3 y \leq 30 $

Question

A student is ordering a flower arrangernent. She can choose any combination of roses and carnations for her flower arrangement, and she does not want to spend more than $ \$ 30 $.
If roses cost $ \$ 3 $ each and carnations cost $ \$ 2 $ each, which inequality represents ail possible combinations of $ x $ roses and $ y $ carnations?
A $ 3 x+2 y<30 $
B $ 3 x+2 y \leq 30 $
C $ 2 x+3 y>30 $
D $ 2 x+3 y \leq 30 $

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Math Question

Solution

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