Quadrants
Coterminal Angles
Arc Length and Area
Degrees to Radians
Radians to Degrees
100

What quadrant is 5π/6 in

Quadrant 2

100

Find the positive coterminal angle of π/2

5π/2

100

The area of a sector is 6π and the radius is 6. Find the measure of the central angle in degrees.

60 degrees

100

Convert 15 degrees to radians

 π/12

100

Convert π/6 radians to degrees

30 degrees

200

What quadrant is (-11π)/6 in

Quadrant 1

200

Find the positive coterminal angle of 3π/5

13π/5 

200

The area of a sector of a circle with central angle of 240 degrees is 134 square feet. Find the radius of the circle.

r = 8

200

Convert 120 degrees to radians

2π/3

200

Convert 3π/2 radians to degrees

270 degrees

300

What quadrant is (-π)/4 in

Quadrant 4

300

Find the positive coterminal angle of 7π/2

11π/2

300

The central angle in a circle of radius 6 meters has an intercepted arc length of 10 meters. Find the measure of the angle in radians.

5/3 radians

300

Convert -210 degrees to radians

-7π/6

300

Convert -2π/5 radians to degrees

-72 degrees

400

What quadrant is 7π/5 in

Quadrant 3

400

Find the negative coterminal angles of (-5π)/6

(-17π)/6

400

Find the area of a circle with a radius of 4 and a central angle of 74 degrees.

148π/45

400

Convert -320 degrees to radians

-16π/9

400

Convert -5 radians to degrees

-286.48 degrees

500

What quadrant is (-5π)/3 in

Quadrant 1

500

Find the negative coterminal angle of (-19π)/4

(-27π)/4

500

Find the length of the intercepted arc given the angle measure of 135 degrees and a radius of 25.

75π/4

500

Convert 540 degrees to radians

500

Convert 3 radians to degrees

171.89 degrees