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The boys and girls soccer clubs are trying to raise money for new uniforms. The boys' soccer club is selling candy bars for $2 a piece and the girls' soccer club is selling candles for $4. They must raise more than $800.

Define variable(s) (What will be x, and what will be y?)
Write an inequality to express the income from the two fundraisers.
The girls expect to sell at least 100 candles. Write an inequality to represent this situation.
Use Desmos to graph your equations. Attach the graph to your work.
Give two possible solutions to this system. Justify your answer.

The boys and girls soccer clubs are trying to raise money for new uniforms The boys soccer club is selling candy bars for 2 a piece and the girls soccer club is class=

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MrRoyal

Two possible solutions to this system are (150, 200) and (120, 180)

Define variable(s) (What will be x, and what will be y?)

Let x represents the number of pieces sold by the boys, and number of pieces sold by the girls

Write an inequality to express the income from the two fundraisers.

From the question, we have:

Boys = $2

Girls = $4

Total sales = (more than) $800

So, the inequality is:

2x + 4y > 800

The girls expect to sell at least 100 candles. Write an inequality to represent this situation.

This means that the smallest value of y is 100.

The inequality is:

y >= 0

Graph your equations. Attach the graph to your work.

See attachment for the graph of the solutions

Give two possible solutions to this system.

Using the attached graph, two possible solutions to this system are (150, 200) and (120, 180)

This is because both points are in the shaded region

Read more about inequalities at:

https://brainly.com/question/25275758

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