IM Alg1.2.25 Lesson: Solving Problems with Systems of Linear Inequalities in Two Variables

Which one doesn’t belong?
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[/img][br][/td][td]B[br][img]data:image/png;base64,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[/img][br][/td][td]D[br][img]data:image/png;base64,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[/img][br][/td][/tr][/table]
Here are the graphs of the inequalities in this system:
[table][tr][td][math]\displaystyle \begin{cases} x< y\\ y\geq \text-2x-6 \end{cases}[/math][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br][br]Select [b]all [/b]points that are a solution to the system. Be prepared to explain how you know.
Find a system of inequalities with this triangle as its set of solutions.
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[/img][br][br](If you would like to use it, an applet is provided below.)
Your teacher will assign you either a problem card or a data card. Do not show or read your card to your partner.
[size=150][table][tr][td]If your teacher gives you the data card:[/td][td]If your teacher gives you the problem card:[/td][/tr][tr][td][list=1][/list][list=1][*]Silently read the information [br]on your card.[/*][*]Ask your partner “What specific information [br]do you need?” and wait for your partner to [br]ask for information. Only give information that is on your card. [br]|(Do not figure out anything for your partner!)[/*][*]Before telling your partner the information, [br]ask “Why do you need to know [br](that piece of information)?”[/*][*]Read the problem card, and solve the problem independently.[/*][*]Share the data card, and discuss your reasoning.[/*][/list][/td][td][list=1][/list][list=1][*]Silently read your card and think [br]about what information you need [br]to answer the question.[/*][*]Ask your partner for the specific information [br]that you need.[/*][*]Explain to your partner how you are [br]using the information to [br]solve the problem.[/*][*]When you have enough information, [br]share the problem card with your partner, [br]and solve the problem independently.[/*][*]Read the data card, and discuss your reasoning.[/*][/list][/td][/tr][/table][/size][br]Pause here so your teacher can review your work. Ask your teacher for a new set of cards and repeat the activity, trading roles with your partner.[br][br]A coordinate plane applet is provided below in case it is useful.

IM Alg1.2.25 Practice: Solving Problems with Systems of Linear Inequalities in Two Variables

Jada has p pennies and n nickels that add up to more than 40 cents. She has fewer than 20 coins altogether.
Write a system of inequalities that represents how many pennies and nickels that Jada could have.[br]
[size=150]Is it possible that Jada has the following combination of coins? If so, explain or show how you know. If not, state which constraint—the amount of money or the number of coins—it does not meet.[/size][br][br]15 pennies and 5 nickels
16 pennies and 2 nickels
10 pennies and 8 nickels
A triathlon athlete swims at an average rate 2.4 miles per hour, and bikes at an average rate of 16.1 miles per hour.
[size=150]At the end of one training session, she has swum and biked more than 20 miles in total.[br][br][/size][br][table][tr][td][size=150]The inequality [math]2.4s+16.1b>20[/math] and this graph [br]represent the relationship between the hours of [br]swimming, [math]s[/math], the hours of biking, [math]h[/math], and the total [br]distance the athlete could have traveled in miles. [/size][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][br][br][size=150]Mai said, "I'm not sure the graph is right. For example, the point [math]\left(10,3\right)[/math] is in the shaded region, but it's not realistic for an athlete to swim for 10 hours and bike for 3 hours in a training session! I think triathlon athletes generally train for no more than 2 hours a day."[/size][br][br]Write an inequality to represent Mai's last statement. [br]
Graph the solution set to your inequality.
Determine a possible combination of swimming and biking times that meet both the distance and the time constraints in this situation.[br]
Elena is considering buying bracelets and necklaces as gifts for her friends.
[size=150]Bracelets cost $3, and necklaces cost $5. She can spend no more than $30 on the gifts. Elena needs at least 7 gift items.[br][br][table][tr][td][size=150]This graph represents the inequality [math]3b+5n\le30[/math], which describes the cost constraint in this situation.[/size][br][br][br][size=150]Let [math]b[/math] represent the number of bracelets and [math]n[/math] the number of necklaces.[/size][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][/size][br]Write an inequality that represents the number of gift items that Elena needs.[br]
On the same coordinate plane, graph the solution set to the inequality you wrote.
Use the graphs to find at least two possible combinations of bracelets and necklaces Elena could buy.[br]
Explain how the graphs show that the combination of 2 bracelets and 5 necklaces meet one constraint in the situation but not the other constraint.[br]
A gardener is buying some topsoil and compost to fill his garden.
[size=150]His budget is $70. Topsoil costs $1.89 per cubic foot, and compost costs $4.59 per cubic foot.[/size][br][br]Select [b]all [/b]statements or representations that correctly describe the gardener's constraints in this situation. [br]Let [math]t[/math] represent the cubic feet of topsoil and [math]c[/math] the cubic feet of compost.
Priya writes the equation
[math]y=-\frac{1}{2}x-7[/math].[br][br]Write an equation that has exactly one solution in common with Priya's equation.
Write an equation that has no solutions in common with Priya's equation.[br]
Write an equation that has infinitely many solutions in common with Priya's equation, but looks different than hers.
Two inequalities are graphed on the same coordinate plane.
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[/img][br]Which region represents the solution to the system of the two inequalities?
Here is a riddle:
[list][*]The sum of two numbers is less than 10.[/*][*]If we subtract the second number from the first, the difference is greater than 3.[/*][/list][br]Write a system of inequalities that represents this situation. [br]Let [math]f[/math] represent the first number and [math]s[/math] represent the second number.

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