IM 8.4.12 Lesson: Systems of Equations

[size=150]Diego and Lin are drinking milkshakes. Lin starts with 12 ounces and drinks [math]\frac{1}{4}[/math] ounce per second. Diego starts with 20 ounces and drinks [math]\frac{2}{3}[/math] ounce per second.[/size][size=150][size=100][br][br]How long will it take Lin and Diego to finish their milkshakes?[/size][/size]
[size=150][size=100]Without graphing, explain what the graphs in this situation would look like. Think about slope, intercepts, axis labels, units, and intersection points to guide your thinking.[/size][br][br][/size]Discuss your description with your partner. If you disagree, work to reach an agreement.
[size=150][size=100]There is a hiking trail near the town where Han and Jada live that starts at a parking lot and ends at a lake. Han and Jada both decide to hike from the parking lot to the lake and back, but they start their hikes at different times.[br][br]At the time that Han reaches the lake and starts to turn back, Jada is 0.6 miles away from the parking lot and hiking at a constant speed of 3.2 miles per hour toward the lake. Han’s distance, [math]d[/math] from the parking lot can be expressed as [math]d=-2.4+4.8[/math], where  represents the time in hours since he left the lake.[br][br]What is an equation for Jada’s distance from the parking lot as she heads toward the lake?[/size][/size]
Draw both graphs: one representing Han’s equation and one representing Jada’s equation. It is important to be very precise.
[size=150][size=100]Find the point where the two graphs intersect each other. What are the coordinates of this point?[/size][/size]
[size=150][size=100]What do the coordinates mean in this situation?[/size][/size]
[size=150][size=100]What has to be true about the relationship between these coordinates and Jada’s equation?[/size][/size]
[size=150][size=100]What has to be true about the relationship between these coordinates and Han’s equation?[/size][/size]
[size=150]A stack of [math]n[/math]small cups has a height, [math]h,[/math] in centimeters of [math]h=1.5n+6[/math]. A stack of [math]n[/math]large cups has a height, [math]h,[/math] in centimeters of [math]h=1.5n+9[/math].[/size][size=150][size=100][br][/size][/size][size=150][br][/size]
Graph the equations for each cup on the same set of axes. Make sure to label the axes and decide on an appropriate scale.
[size=150][size=100]For what number of cups will the two stacks have the same height?[/size][/size]

IM 8.4.12 Practice: Systems of Equations

Here is the graph for one equation in a system of equations:
[size=150][size=100]Write a second equation for the system so it has infinitely many solutions.[/size][/size]
[size=150][size=100]Write a second equation whose graph goes through [math](0,1)[/math] so the system has no solutions.[/size][/size]
[size=200][size=150][size=100]Write a second equation whose graph goes through [math](0,2)[/math] so the system has one solution at [math](4,1)[/math].[/size][/size][/size]
Create a second equation so the system has no solutions.[br][math]\begin{cases} y=\frac34x -4 \\ \\ \end{cases}[/math][br]
[size=150]Andre is in charge of cooking broccoli and zucchini for a large group. He has to spend all $17 he has and can carry 10 pounds of veggies. Zucchini costs $1.50 per pound and broccoli costs $2 per pound. One graph shows combinations of zucchini and broccoli that weigh 10 pounds and the other shows combinations of zucchini and broccoli that cost $17.[/size][br][br][img]data:image/png;base64,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[/img][br][br][size=150][size=100]Name one combination of veggies that weighs 10 pounds but does not cost $17.[/size][/size]
[size=150][size=100]Name one combination of veggies that costs $17 but does not weigh 10 pounds.[/size][/size]
[size=150][size=100]How many pounds each of zucchini and broccoli can Andre get so that he spends all $17 and gets 10 pounds of veggies?[/size][/size]
[size=150]The temperature in degrees Fahrenheit, [math]F[/math], is related to the temperature in degrees Celsius, [math]C[/math] , by the equation [math]F=\frac{9}{5}C+32[/math].[br][size=100][br]In the Sahara desert, temperatures often reach 50 degrees Celsius. How many degrees Fahrenheit is this?[/size][/size]
[size=150][size=85][size=100]In parts of Alaska, the temperatures can reach -60 degrees Fahrenheit. How many degrees Celsius is this?[/size][/size][/size]
[size=150][size=100]There is one temperature where the degrees Fahrenheit and degrees Celsius are the same, so that [math]C=F[/math]. Use the expression from the equation, where [math]F[/math] is expressed in terms of [math]C[/math], to solve for this temperature.[/size][/size]

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