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Circles. Center Radius Radii Diameter Chord.

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Presentation on theme: "Circles. Center Radius Radii Diameter Chord."— Presentation transcript:

1 Circles

2 Center

3 Radius

4 Radii

5 Diameter

6

7 Chord

8 Radius Diameter + 2 X Radius = Diameter 2r = d Diameter ÷ 2 = Radius 2 ) d = r

9 3 in D = ? A. 1 in D. 12 in C. 6 in B. 3 in

10 6 in D = ? A. 3 in D. 12 in C. 9 in B. 6 in

11 6 in R = ? A. 3 in D. 12 in C. 9 in B. 6 in

12 3 in R = ? A. 1.5 in D. 12 in C. 6 in B. 3 in

13 How do you find the circumference of a circle? is the symbol for the Greek letter Pi.

14 Pi is an irrational number.

15 3.1415926538979323846... 3.14

16 Diameter x 3.14 = Circumference 3.14 = Pi Pi = π C = πd D = π)c

17 3.14 = Pi C = πdD = π)c 10 in

18 3.14 = Pi C = πd 12 m

19 3.14 = Pi C = πd 9 in

20 3.14 = Pi C = πd 8 ft a) 25.12 b) 2.512 c) 24.32 d) 24.82

21 3.14 = Pi C = πd 15 cm a) 32.46 b) 46.21 c) 47.1 d) 74.1

22 3.14 = Pi C = πd 25 cm a) 75.83 b) 57.8 c) 5.78 d) 78.5

23 3.14 = Pi C = πd 10 m a) 62.8 b) 6.28 c) 31.4 d) 3.14

24 3.14 = Pi C = πd 15 m a) 4.71 b) 47.1 c) 92.4 d) 94.2

25 40 yds a) 20 b) 40 c) 60 d) 80 R = ?

26 16 m a) 4 b) 8 c) 16 d) 32 R = ?

27 20 cm a) 10 b) 20 c) 30 d) 40 D = ?

28 16 ft a) 8 b) 16 c) 32 d) 48 D = ?


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