Circle Basics
Area and Circumference of a Circle
Equations of Circles
Segments in Circles
Arcs and Central Angles
100

A line from the outside to the center of the circle

What is the radius?

100

The area of a circle formula

What is pi r squared?

100

The center of (x - 4)^2 + (y - 3)^2 = 4

What is (4,3)?

100

See Mr. P's Drawing (6)

What is 10

100

See Mr. P's Drawing (1)

What is arc FE

200

A special chord that goes through the center, 2 radii fit in this line

What is a diameter?
200

The 2 circumference formulas

What is 2 pi r and pi d?

200

The radius of (x - 4)^2 + (y - 3)^2 = 4

What is 2?

200

See Mr. P's Drawing (2)

What is 2

200

See Mr. P's Drawing (5)

What is a minor arc

300
A line that touches the outside of the circle twice and does not go through the center

What is a chord?

300

Solve for the circumference if the radius is 5 mm, keep in terms of pi

What is 10 pi?

300

The center of (x + 8)^2 + (y - 6)^2 = 169

What is (-8,6)?

300

See Mr. P's Drawing (4)

What is 5


300

See Mr. P's Drawing (9) 

What is 120

400

A line that touches the circle once on the outside

What is a tangent?


400

Solve for the area of a circle if the diameter is 18 in, keep in terms of pi

What is 81 pi?

400

The radius of (x + 8)^2 + (y - 6)^2 = 169

What is 13?

400

See Mr. P's Drawing (5)

What is 4

400

See Mr. P's Drawing (11)

What is 306

500

A line that touches the outside of the circle twice and extends outside the circle

What is a secant?

500

Solve for the area of a circle if the circumference is 26 pi, keep in terms of pi

What is 169 pi?

500

The directions you go from the center to graph a circle

What is North(Up), South(Down), East(Right) and West(Left)? 

500

See Mr. P's Drawing (3)

What is 9


500

See Mr. P's Drawing (15)

What is 8

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