Conversion Table of Degrees to Radians
Some common conversions of degrees to radians are:
|
Degrees |
Radians |
|---|---|
|
0° |
0 |
|
1° |
π/180 |
|
2° |
π/90 |
|
3° |
π/60 |
|
4° |
π/45 |
|
5° |
π/36 |
|
10° |
π/18 |
|
15° |
π/12 |
|
20° |
π/9 |
|
30° |
π/6 |
|
45° |
π/4 |
|
60° |
π/3 |
|
90° |
π/2 |
|
180° |
π |
|
270° |
3π/2 |
|
360° |
2π |
Related Articles
Differences Between Radian and Degree
Radian and degree are units used to measure angles, each with its unique characteristics. While degrees divide a circle into 360 equal parts, radians measure angles based on the circle’s radius.
This fundamental distinction impacts their conversions, mathematical properties, and applications in various fields of study, including mathematics, physics, and engineering. Understanding the differences between radians and degrees is essential for effectively interpreting angles and solving problems across different disciplines.
Table of Content
- What is Radian?
- What is Degree?
- Difference Between Radian and Degree
- Conversion Table of Degrees to Radians
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