angle units conversion
Amount: 1 cycle (360°) of angle
Equals: 6.28 radians (rad) in angle
Converting cycle to radians value in the angle units scale.
TOGGLE : from radians into cycles in the other way around.
CONVERT : between other angle measuring units - complete list.
How many radians are in 1 cycle? The answer is: 1 360° equals 6.28 rad
6.28 rad is converted to 1 of what?
The radians unit number 6.28 rad converts to 1 360°, one cycle. It is the EQUAL angle value of 1 cycle but in the radians angle unit alternative.
|360°/rad angle conversion result|
Conversion chart - cycles to radians
1 cycle to radians = 6.28 rad
2 cycles to radians = 12.57 rad
3 cycles to radians = 18.85 rad
4 cycles to radians = 25.13 rad
5 cycles to radians = 31.42 rad
6 cycles to radians = 37.70 rad
7 cycles to radians = 43.98 rad
8 cycles to radians = 50.27 rad
9 cycles to radians = 56.55 rad
10 cycles to radians = 62.83 rad
11 cycles to radians = 69.12 rad
12 cycles to radians = 75.40 rad
13 cycles to radians = 81.68 rad
14 cycles to radians = 87.96 rad
15 cycles to radians = 94.25 rad
Convert angle of cycle (360°) and radians (rad) units in reverse from radians into cycles.
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: cycle (360°) is used for measuring angle.
Second: radian (rad) is unit of angle.
15 360° = ? rad
15 360° = 94.25 rad
Abbreviation, or prefix, for cycle is:
Abbreviation for radian 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 cycles and radians ( 360° vs. rad ) measures exchange.
2. for conversion factors between unit pairs.
3. work with angle's values and properties.