angle units conversion
Amount: 1 radian (rad) of angle
Equals: 0.16 cycles (360°) in angle
Converting radian to cycles value in the angle units scale.
TOGGLE : from cycles into radians in the other way around.
CONVERT : between other angle measuring units - complete list.
How many cycles are in 1 radian? The answer is: 1 rad equals 0.16 360°
0.16 360° is converted to 1 of what?
The cycles unit number 0.16 360° converts to 1 rad, one radian. It is the EQUAL angle value of 1 radian but in the cycles angle unit alternative.
|rad/360° angle conversion result|
Conversion chart - radians to cycles
1 radian to cycles = 0.16 360°
2 radians to cycles = 0.32 360°
3 radians to cycles = 0.48 360°
4 radians to cycles = 0.64 360°
5 radians to cycles = 0.80 360°
6 radians to cycles = 0.95 360°
7 radians to cycles = 1.11 360°
8 radians to cycles = 1.27 360°
9 radians to cycles = 1.43 360°
10 radians to cycles = 1.59 360°
11 radians to cycles = 1.75 360°
12 radians to cycles = 1.91 360°
13 radians to cycles = 2.07 360°
14 radians to cycles = 2.23 360°
15 radians to cycles = 2.39 360°
Convert angle of radian (rad) and cycles (360°) units in reverse from cycles into radians.
This calculator is based on conversion of two angle units. An angle consists of two rays (as in sides of an angle sharing a common vertex or else called the endpoint.) Some belong to rotation measurements - spherical angles measured by arcs' lengths, pointing from the center, plus the radius. For a whole set of multiple units of angle on one page, try that Multiunit converter tool which has built in all angle unit-variations. Page with individual angle units.
Converter type: angle units
First unit: radian (rad) is used for measuring angle.
Second: cycle (360°) is unit of angle.
15 rad = ? 360°
15 rad = 2.39 360°
Abbreviation, or prefix, for radian is:
Abbreviation for cycle is:
Other applications for this angle calculator ...
With the above mentioned two-units calculating service it provides, this angle converter proved to be useful also as a teaching tool:
1. in practicing radians and cycles ( rad vs. 360° ) measures exchange.
2. for conversion factors between unit pairs.
3. work with angle's values and properties.