2. Jill makes a blend of brownies for the bake sale. The double-chocolate brownies are $5.50 per plate, and the chocolate-mint brownies are $4.00 per plate. Jill sells more than 11 plates total. Jill also sells less than $66.50 worth of brownies. Using this information, choose the solution set that would be found in the overlapping areas of a graph of Jill's sales. 2. Jill makes a blend of brownies for the bake sale . The double - chocolate brownies are $ 5.50 per plate , and the chocolate - mint brownies are $ 4.00 per plate . Jill sells more than 11 plates total . Jill also sells less than $ 66.50 worth of brownies . Using this information , choose the solution set that would be found in the overlapping areas of a graph of Jill's sales .

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Lanuel Lanuel · Answer 1 · 2022-07-11T20:56:46+02:00

By using a graphing calculator, the solution set that would be found in the overlapping areas of a graph of Jill's sales is (15, -4).

First of all, we would assign variables to the blend of brownies that were made by Jill for the bake sale as follows:

Since Jill sold more than 11 plates in total, we have:

x + y > 11.

Also, Jill sold less than $66.50 worth of brownies:

5.50x + 4.00y < 66.50.

By using a graphing calculator, the solution set that would be found in the overlapping areas of a graph of Jill's sales is (15, -4).

Read more on graphs here: https://brainly.com/question/21170522

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