Vocab
Pi
Degrees and Radians
Area of Sectors
Random
100

This part of a circle goes from the center of the outer edge

Radius

100

What is the decimal version of pi?

3.14

100

360 degrees is equal to how many radians?

2pi

100

Describe what a sector is

A section of the circle, a piece of the pie

100

What is the distance around a circle called?

Circumference

200

This point is in the middle of the circle

Center

200

What is the fraction version of pi?

22/7 or 3 1/7

200

Pi is equal to how many degrees?

180

200

Which pizza was the best deal in the pizza dilemma?

The Large Pizza
200

How many degrees are in a circle?

360

300

This part of the circle goes entirely across the circle and passes through the center

Diameter

300

Pi represents the ratio between what two parts of a circle?

Circumference and diameter

300

Positive degrees move which direction on the coordinate plane?

Counterclockwise 

300

What is the formula for area of a sector?

pi * r squared * theta / 360

300

What is the minimum number of people that should be surveyed for the results to be valid?

20

400

This is a "piece of the pie"

Sector

400

Who was the first person to use the Greek letter for pi to represent the number?

William Jones

400

Negative degrees move which direction on the coordinate plane?

clockwise

400

Why do we divide by 360 in the formula of area of a sector?

Because a full circle is 360 degrees
400

All of the percentages in a pie chart should add up to...?

100%

500

This is a part of the outer edge of a circle

Arc

500

What year did Pi day become a national holiday in the U.S.?

2009

500

-120 degrees is equal to what in radians

-2/3pi

500

What does theta represent in the formula for area of a sector?

the central angle

500
How did people celebrate the first pi day?

Marching in a circle and eating pies?