IM 6.7.12 Lesson: Constructing the Coordinate Plane
The following data were collected over one December afternoon in England.
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[/img][br][br][br][size=150]Which set of axes would you choose to represent these data?[/size][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img]
Explain your reasoning.
Explain why the other two sets of axes did not seem as appropriate as the one you chose.
Here are three sets of coordinates. For each set, draw and label an appropriate pair of axes and plot the points. (1, 2), (3, -4), (-5, -2), (0, 2.5)
Here are three sets of coordinates. For each set, draw and label an appropriate pair of axes and plot the points. (50, 50), (0, 0), (-10, -30), (-35, 40)
Here are three sets of coordinates. For each set, draw and label an appropriate pair of axes and plot the points.
Discuss with a partner:
How are the axes and labels of your three drawings different?
How did the coordinates affect the way you drew the axes and label the numbers?
Here is a maze on a coordinate plane. The black point in the center is (0, 0). The side of each grid square is 2 units long. Enter the above maze at the location marked with a green segment. Draw line segments to show your way through and out of the maze.
Label each turning point above with a letter. Then, list all the letters and write their coordinates.
Choose any 2 turning points that share the same line segment. What is the same about their coordinates? Explain why they share that feature.
To get from the point (2, 1) to (-4, 3) you can go 2 units up and 6 units to the left, for a total distance of 8 units. This is called the “taxicab distance,” because a taxi driver has to drive 8 blocks to get between those 2 points on the map.
Find as many points as you can that have a taxicab distance of eight units away from [math]\left(2,1\right)[/math]. What shape do these points make?
IM 6.7.12 Practice: Constructing the Coordinate Plane
Draw and label an appropriate pair of axes and plot the points.
Diego was asked to plot these points: [math]\left(-50,0\right),\left(150,100\right),\left(200,-100\right),\left(350,50\right),\left(-250,0\right)[/math]. What interval could he use for each axis? Explain your reasoning.
Name 4 points that would form a square with the origin at its center.
Graph these points to check if they form a square.
Which of the following changes would you represent using a negative number? Explain what a positive number would represent in that situation.
Explain what a positive number would represent in that situation.
Jada is buying notebooks for school. The cost of each notebook is $1.75.
Write an equation that shows the cost of Jada’s notebooks, [math]c[/math], in terms of the number of notebooks, [math]n[/math], that she buys.
Which of the following could be points on the graph of your equation?
A corn field has an area of 28.6 acres. It requires about 15,000,000 gallons of water. About how many gallons of water per acre is that?