IM 8.3.2 Lesson: Graphs of Proportional Relationships
Here is a graph that could represent a variety of different situations.
[img]data:image/png;base64,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[/img][br] [br]Write an equation for the graph.
Sketch a new graph of this relationship.
Here are 12 graphs of proportional relationships. Sort the graphs into groups based on what proportional relationship they represent.
Write an equation for each [i]different[/i] proportional relationship you find.
Two large water tanks are filling with water. Tank A is not filled at a constant rate, and the relationship between its volume of water and time is graphed on each set of axes.
[img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br]Tank B is filled at a constant rate of [math]\frac{1}{2}[/math] liters per minute. The relationship between its volume of water and time can be described by the equation [math]v=\frac{1}{2}t[/math], where [math]v[/math] is the time in minutes and [math]t[/math] is the total volume in liters of water in the tank.
Sketch and label a graph of the relationship between the volume of water and time for Tank B on each of the axes.
Answer the following questions and say which graph you used to find your answer.
After 30 seconds, which tank has the most water?
At approximately what times do both tanks have the same amount of water?
At approximately what times do both tanks contain 1 liter of water? 20 liters?
A giant tortoise travels at 0.17 miles per hour and an arctic hare travels at 37 miles per hour. Draw separate graphs that show the relationship between time elapsed, in hours, and distance traveled, in miles, for both the tortoise and the hare.
Would it be helpful to try to put both graphs on the same pair of axes? Why or why not?
The tortoise and the hare start out together and after half an hour the hare stops to take a rest. How long does it take the tortoise to catch up?
IM 8.3.2 Practice: Graphs of Proportional Relationships
The tortoise and the hare are having a race. After the hare runs 16 miles the tortoise has only run 4 miles.
The relationship between the distance [math]x[/math] the tortoise “runs” in miles for every [math]y[/math] miles the hare runs is [math]y=4x[/math]. Graph this relationship.
The table shows a proportional relationship between the weight on a spring scale and the distance the spring has stretched. Complete the table.
Describe the scales you could use on the [math]x[/math] and [math]y[/math] axes of a coordinate grid that would show all the distances and weights in the table.
Find a sequence of rotations, reflections, translations, and dilations showing that one figure is similar to the other.
Be specific: give the amount and direction of a translation, a line of reflection, the center and angle of a rotation, and the center and scale factor of a dilation.
Andre said, “I found two figures that are congruent, so they can’t be similar.” Diego said, “No, they are similar! The scale factor is 1.”
[size=100]Do you agree with either of them? Use the definition of similarity to explain your answer.[/size]