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1 Radians

= 57.2957772787 Degrees

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The concept of angle is one of the most important concepts in geometry. The concepts of equality, sums, and differences of angles are important and used throughout geometry, but the subject of trigonometry is based on the measurement of angles. There are two commonly used units of measurement for angles; the degree and radian.

- Angular Mils (µ mil)
- Arcminutes (arcmin)
- Arcseconds (arcsec)
- Binary Degrees (b deg)
- Binary Radians (brad)
- Centesimal Minute Of Arc (c MOA)
- Centesimal Second Of Arc (c SOA)
- Centiradians (crad)
- Circles (o)
- Degrees (°deg)
- Diameter Parts (Ø part)
- Gons (gon)
- Gradians (grad)
- Hexacontades (hc)
- Hour Angles (HA)
- Microarcseconds (μas)
- Microradians (µrad)
- Milliarcseconds (mas)
- Milliradians (mrad/mil)
- Mils[milliradians] (mil)
- Minute Of Arc (MOA)
- Nanoradians (nrad)
- Octants (oct)
- Points[Navigation] (p)
- Quadrants (quad)
- Radians (rad)
- Revolutions (rev)
- Rotations (rot)
- Second Of Arc (SOA)
- Sextants (60°)
- Signs (30°)
- Turns (t)

- Turns -> Milliarcseconds
- Milliarcseconds -> Turns
- Degrees -> Arcminutes
- Arcminutes -> Degrees
- Arcseconds -> Binary Degrees
- Binary Degrees -> Arcseconds
- Sextants -> Gons
- Gons -> Sextants
- Binary Radians -> Gradians
- Gradians -> Binary Radians
- Microradians -> Milliradians
- Milliradians -> Microradians
- Centesimal Second Of Arc -> Hour Angles
- Hour Angles -> Centesimal Second Of Arc
- Minute Of Arc -> Hexacontades
- Hexacontades -> Minute Of Arc
- Centiradians -> Diameter Parts
- Diameter Parts -> Centiradians
- Revolutions -> Angular Mils
- Angular Mils -> Revolutions