One of his measurements is inaccurate. Which measurement is it? Explain how you know.
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?
Based on the graph, can this be a proportional relationship? Why or why not?