Angle Measure

​
angle measure
degrees
radians
angle type
interior
exterior
offset distance
1.4
font size
15
This Demonstration shows the measure of an angle in degrees and radians.

Details

In order to measure an angle
θ
, a circular arc centered at the vertex of the angle is drawn. The length of the arc
s
is then divided by the radius of the circle
r
, and possibly multiplied by a scaling constant
k
(which depends on the units of measurement that are chosen):
θ=
s
r
k
.
The value of
θ
thus defined is independent of the size of the circle: if the length of the radius is changed then the arc length changes in the same proportion, so the ratio
s/r
is unaltered.
Angles are usually measured in units of degrees or radians.

External Links

Angle (Wolfram MathWorld)
Arrow (Wolfram Documentation Center)
Types of Angles
Interior and Exterior Angles of Equilateral Figures

Permanent Citation

Frederick Wu, Bing Ye
​
​"Angle Measure"​
​http://demonstrations.wolfram.com/AngleMeasure/​
​Wolfram Demonstrations Project​
​Published: March 7, 2011