IM 8.3.9 Lesson: Slopes Don't Have to be Positive

Which line doesn't belong?
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[/img]
Noah put $40 on his fare card. Every time he rides public transportation, $2.50 is subtracted from the amount available on his card.
How much money, in dollars, is available on his card after he takes 0 rides?
How much money, in dollars, is available on his card after he takes 1 ride?
How much money, in dollars, is available on his card after he takes 2 rides?
How much money, in dollars, is available on his card after he takes [math]x[/math] rides?
Graph the relationship between amount of money on the card and number of rides.
How many rides can Noah take before the card runs out of money?
Where do you see this number of rides on your graph?
Here is a graph that shows the amount on Han’s fare card for every day of last July. Plot and label 3 different points on the line.
Describe what happened with the amount on Han’s fare card in July.
Write an equation that represents the amount on the card in July, [math]y[/math], after [math]x[/math] days.
What value makes sense for the slope of the line that represents the amounts on Han’s fare card in July?
Let’s say you have taken out a loan and are paying it back. Which of the following graphs have positive slope and which have negative slope?
Amount paid on the vertical axis and time since payments started on the horizontal axis.
Amount owed on the vertical axis and time remaining until the loan is paid off on the horizontal axis.
Amount paid on the vertical axis and time remaining until the loan is paid off on the horizontal axis.
Elena borrowed some money from her brother. She pays him back by giving him the same amount every week. The graph shows how much she owes after each week.
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[/img][br]What is the slope of the line?
Explain how you know whether the slope is positive or negative.
What does the slope represent in this situation?
How much did Elena borrow?
How much time will it take for Elena to pay back all the money she borrowed?

IM 8.3.9 Practice: Slopes Don't Have to be Positive

[size=150]Suppose that during its flight, the elevation [math]e[/math] (in feet) of a certain airplane and its time [math]t[/math], in minutes since takeoff, are related by a linear equation. Consider the graph of this equation, with time represented on the horizontal axis and elevation on the vertical axis. For this situation, decide if the slope is positive, zero, or negative.[/size][br][br]The plane is cruising at an altitude of 37,000 feet above sea level.
The plane is descending at rate of 1000 feet per minute.
The plane is ascending at a rate of 2000 feet per minute.
[size=150]A group of hikers park their car at a trail head and walk into the forest to a campsite. The next morning, they head out on a hike from their campsite walking at a steady rate. The graph shows their distance in miles, [math]d[/math], from the car after [math]h[/math] hours of hiking.[/size][br][img]data:image/png;base64,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[/img][br]How far is the campsite from their car? Explain how you know.
Write an equation that describes the relationship between [math]d[/math] and [math]h[/math].
After how many hours of hiking will they be 16 miles from their car? Explain or show your reasoning.
Elena’s aunt pays her $1 for each call she makes to let people know about her aunt’s new business. The table shows how much money Diego receives for washing windows for his neighbors.
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[/img][br][br] [br]Select [b]all[/b] the statements about the situation that are true.
Each square on a grid represents 1 unit on each side. Match the graphs with the slopes of the lines by dragging the slopes..

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