# In the figure below, the vertices of triangle RST are on a circle.8 in.6 in.s• Line segment TS contains the center of the circle.•

3 answers

###### Question:

In the figure below, the vertices of triangle RST are on a circle. 8 in.

6 in.

s

• Line segment TS contains the center of the circle.

• The perimeter of triangle RST is 24 Inches.

What is the circle's radius?

8 inches, because d = 24 – 8 and 2 - 2 = r.

32 inches, because d = 24 – 8 and 2d=1

20 inches, because d = 24 - (8 + 6) and 2d =r

5 inches, because d = 24 - (8 + 6) and d - 2 =r

6 in.

s

• Line segment TS contains the center of the circle.

• The perimeter of triangle RST is 24 Inches.

What is the circle's radius?

8 inches, because d = 24 – 8 and 2 - 2 = r.

32 inches, because d = 24 – 8 and 2d=1

20 inches, because d = 24 - (8 + 6) and 2d =r

5 inches, because d = 24 - (8 + 6) and d - 2 =r

[tex]In the figure below, the vertices of triangle RST are on a circle. 8 in. 6 in. s • Line segment T[/tex]

## Answers

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