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[/img]
How are the solution regions of the two inequalities alike?
Each region represents all pairs of values that meet a money-related constraint in a situation. They cover a part of the plane. They stop at a line.
How do we know where the boundary line would be for each graph?
It is the graph of a related equation.
For each inequality, how did we find out which side of the line contains the solutions?
We tested one or more pairs of values on each side and see if—when substituted for the variables—they make the inequality true.
In the first situation, some pairs of values that are in the solution region don't make sense in the situation. Can you explain why a pair such as (800,1), which is in the solution region, might not be a reasonable option for the homeowner?
It doesn't quite make sense to cover 1 square foot of the garden with artificial turf and the rest with gravel. The area of the garden might be a lot greater or a lot less than 801 square feet.
In the second situation, we know that fractional values are not meaningful even though they are in the shaded region. Can you think of other reasons that some points in the solution region might not make sense?
A point like (100, 100) would be in the solution region, but the vendor might not have that many items to sell.