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Now graph the points C(2, 8) and D(8, 7). (Try entering the coordinates through the input window.) Measure the lengths of and . Do the points C and D lie on the circle? How do you know? Take a screenshot showing the points and their distances from the center, and paste it below.

User Tommy Stanton
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2 Answers

21 votes
21 votes

Answer:

Any point on the circle must be at a distance from the center equal to the length of the circle’s radius. In this example, the radius is 3.61 units, AC = 4.24, and AD = 3.61. Point D, which lies on the circle, has the same distance from the center as the length of the radius. Point C, which lies outside the circle, is at a different distance from the center than the length of the radius.

User Nerxis
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14 votes
14 votes

Answer:

this was from plato

Explanation:

Now graph the points C(2, 8) and D(8, 7). (Try entering the coordinates through the-example-1
User Bimalesh Jha
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