Circle Parts
Circumference
Multiplying
Rational Numbers
Circumference of Circular Shapes
Dividing
Rational Numbers
100

Draw a radius.

A line segment from the CENTER to the circle.
100

Circumference when   d = 2

C = 6.28

100

-5 X -6 X 1 =

30

100

Perimeter of a semi-circle with  d =  5

p = 12.85

100

24 /-4

-6

200

Draw a diameter.

A line segment from two points on the circle that goes THROUGH the CENTER.

200

Circumference when   d = 21

C = 65.94

200

2 X (-3) X 5 X 2

-60

200

Perimeter of a semi-circle with    d = 12

P = 30.84

200

(-48)/-12

4

300

If the diameter is 26, what is the radius?

13

300

Circumference when      r = 4

C = 25.12

300

-5/8 * -4/5

1/2

300

Perimeter of a quarter circle with   r = 3

P = 10.71

300

(-11) / .5

-22

400

If the radius is 14, what is the diameter?

28

400

Circumference when    r = 5

C = 31.4

400

7/9 * (-6/11)

-14/33

400

Perimeter of a quarter circle with    r = 10

P  = 35.7

400

(-5)/8 / 6/5 

(-25)/48

500

Rewrite this as an equivalent fraction with 100 as the denominator.

11/20 

55/100

500

Circumference when     r = 2.3

C = 14.444

500

(-1/2)^3

-1/8

500

Rewrite this as a fraction with a denominator of 1000.

111/500

222/1000

500

(-6 + -2) / (4 - 6)

4

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