IM Alg1.2.26 Lesson: Modeling with Systems of Inequalities in Two Variables

Is the ordered pair (5.43,0) a solution to all, some, or none of these inequalities? Be prepared to explain your reasoning.
[table][tr][td][math]x>0[/math][/td][td][math]y>0[/math][/td][td][math]x\ge0[/math][/td][td][math]y\ge0[/math][/td][/tr][/table]
Here is the nutrition information for some trail mix ingredients:
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[/img][br][br]Tyler and Jada each designed their own custom trail mix using two of these ingredients. They wrote inequalities and created graphs to represent their constraints.[br][table][tr][td]Tyler[br][list][*][math]x+y>50[/math][br][/*][*][math]4.76x+6.67y\le400[/math][br][/*][*][math]0.67x+0.07y<30[/math][br][/*][*][math]x>0[/math][br][/*][*][math]y>0[/math][br][/*][/list][br][img]data:image/png;base64,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[/img][/td][/tr][/table][br][size=150]Use the inequalities and graphs to answer these questions about each student's trail mix. Be prepared to explain your reasoning.[/size][br][br]Which two ingredients did they choose?
What do their variables represent?[br]
What does each constraint mean?[br]
Which graph represents which constraint?[br]
Name one possible combination of ingredients for their trail mix.[br]
It's time to design your own trail mix!
Choose two ingredients that you like to eat. (You can choose from the ingredients in the previous activity, or you can look up nutrition information for other ingredients.)[br]
Think about the constraints for your trail mix. What do you want to be true about its calories, protein, sugar, fat, or fiber?[br]
Write inequalities to represent your constraints. Then, graph the inequalities.
Is it possible to make trail mix that meets all your constraints using your ingredients? If not, make changes to your constraints or your ingredients and record them here.[br]
Write a possible combination of ingredients for your trail mix.[br][br]Pause here so your teacher can review your work and give further instructions for displaying your work.

IM Alg1.2.26 Practice: Modeling with Systems of Inequalities in Two Variables

The organizers of a conference needs to prepare at least 200 notepads for the event and have a budget of $160 for the notepads.
[size=150]A store sells notepads in packages of 24 and packages of 6.[br]This system of inequalities represent these constraints:[br][/size][math]\begin{cases} 24x+6y\geq200\\16x + 5.40y\leq160 \end{cases}[/math][br][br]Explain what the second inequality in the system tells us about the situation.[br]
[size=150]Here are incomplete graphs of the inequalities in the system, showing only the boundary lines of the solution regions.[/size][br][br]Which graph represents the boundary line of the second inequality? Label it using the pen or text tools.
Complete the graphs above by clicking the regions to show the solution set to the system of inequalities.[br][br]Find a possible combination of large and small packages of notepads the organizer could order.[br]
A certain stylist charges $15 for a haircut and $30 for hair coloring.
[size=150]A haircut takes on average 30 minutes, while coloring takes 2 hours. The stylist works up to 8 hours in a day, and she needs to make a minimum of $150 a day to pay for her expenses.[/size][br][br]Create a system of inequalities that describes the constraints in this situation. Be sure to specify what each variable represents.[br]
Graph the inequalities and show the solution set.
Identify a point that represents a combination of haircuts and and hair-coloring jobs that meets the stylist’s requirements.[br]
Identify a point that is a solution to the system of inequalities but is not possible or not likely in the situation. Explain why this solution is impossible or unlikely.[br]
Choose the graph that shows the solution to this system:
[math]\begin{cases} y > 3x + 2 \\ \text-4x+3y \leq12 \end{cases}[/math]
Match each inequality to the graph of its solution.

Bilgi