Digital SAT
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Maximize Total Bags of Fruits Under Constraints

Medium Heart Of Algebra Systems Of Linear Equations And Inequalities

In a local grocery store, let $x$ represent the number of bags of apples and $y$ represent the number of bags of oranges purchased.

The relationships can be described by the following inequalities:

$$x + y \leq 20$$

$$2x + y \geq 30$$

Considering the constraints above, what is the maximum possible value of $x + y$?

Hint

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