Introduction to Circles Answers

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Can a chord also be classified as a radius? Explain your answer.

Answer:

No. A chord has both endpoints on the circle, while a radius has one endpoint at the center and the other on the circle. So a segment cannot be both a chord and a radius.

4

There is a constant ratio between corresponding sides of similar figures. Since circles don't have sides, what ratio(s) could you use to prove that all circles are similar?

Answer:

You could compare the ratios of their radii or the ratios of their diameters. For any two circles, all corresponding radii have the same ratio, and all corresponding diameters have the same ratio, which shows the circles are similar.

6

Analyze the diagram below and answer the question that follows.In the circles above, . is the midpoint of , is the midpoint of , is the midpoint of , and is the midpoint of . Which of the shaded regions has a larger area?

Question illustration
A
The areas of the two shaded regions are equal.
B
The area of the shaded region in is larger.
C
The area of the shaded region in is larger.
D
It cannot be determined without knowing the lengths of the radii of the circles.
8

Which of the following statements is true?

A
A tangent is never a secant.
B
A secant is always a chord.
C
A chord is always a radius.
D
A diameter is never a chord.

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