IM 7.3.3 Lesson: Exploring Circumference
Clare wonders if the height of the toilet paper tube or the distance around the tube is greater. 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[/img][br][br]What information would she need in order to solve the problem? How could she find this out?
Your teacher will give you several circular objects. Explore the applet to find the diameter and the circumference of three circular objects to the nearest tenth of a unit. Record your measurem
Record the diameter and circumference of your three objects.
Plot the diameter and circumference values from the table on the coordinate plane. What do you notice?[br]
Plot the points from two other groups on the same coordinate plane above. Do you see the same pattern that you noticed earlier?
Here are five circles. One measurement for each circle is given in the table.[br][br][img]data:image/png;base64,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[/img]
Use the image above and the constant of proportionality estimated in the previous activity to complete the table.
The circumference of Earth is approximately 40,000 km. If you made a circle of wire around the globe, that is only 10 meters (0.01 km) longer than the circumference of the globe, could a flea, a mouse, or even a person creep under it?
IM 7.3.3 Practice: Exploring Circumference
Diego measured the diameter and circumference of several circular objects and recorded his measurements in the table.
One of his measurements is inaccurate. Which measurement is it? Explain how you know.
Complete the table. Use one of the approximate values for pi discussed in class (for example 3.14, 22/7, 3.1416).
Explain or show your reasoning for how you determined the missing values in the table.
[math]A[/math] is the center of the circle, and the length of [math]CD[/math] is 15 centimeters.[br][br][img]data:image/png;base64,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[/img][br][br]Name a segment that is a radius. How long is it?
Name a segment that is a diameter. How long is it?
Consider the equation y=1.5x +2 . Find four pairs of x and y values that make the equation true. Plot the points (x,y) on the coordinate plane.
Based on the graph, can this be a proportional relationship? Why or why not?