Radians
Degrees
Sector Areas
Circumferences
Trigonometry
100

30 degrees in radians.

pi/6

100

 pi/3 radians in degrees.

60

100

A sector of a circle has a central angle of  pi/2 radians and a radius of 2.

pi

100

The circumference of a circle with radius  1 .

2pi

100

 tan(45) =

1

200

45 degrees in radians.

pi/4

200

 7pi/6 radians in degrees.

210

200

A sector of a circle has a central angle of  pi radians and a radius of 12.

72pi

200

The circumference of a circle with radius  2 .

4pi

200

 csc(150) =

2

300

100 degrees in radians.

5pi/9

300

 5pi/12 radians in degrees.

75

300

A sector of a circle has a central angle of  120 degrees and a radius of  3.

3pi

300

The circumference of a circle with radius 

  2/pi .

4

300

 sin(7pi/4) =

-sqrt(2)/2

400

-165 degrees in radians.

-11pi/12

400

 -900pi/4 radians in degrees.

-40500

400

A sector of a circle has a central angle of  270 degrees and a radius of 2.

3pi

400

The circumference of a circle with area  4pi .

4pi

400

 sin^-1(sqrt(3)/2) =

60, 120

500

451 degrees in radians.

2.51pi

500

 1.234 radians in degrees.

70.7

500

A sector of a circle has a central angle of

3pi/10 radians and a radius of  sqrt(8).

6pi/5

500

The circumference of a circle with area  19.63 .

5pi

500

 cos(45)*sin(210) =

-sqrt(2)/4