Radian to Arcminute Converter
1 rad = 3437.75 ′
FORMULA
1 rad = 3437.75 ′
CONVERSION TABLE
| Radian (rad) | Arcminute (′) |
|---|---|
| 1 rad | 3,437.75 ′ |
| 5 rad | 17,188.73 ′ |
| 10 rad | 34,377.47 ′ |
| 25 rad | 85,943.67 ′ |
| 50 rad | 171,887.34 ′ |
| 100 rad | 343,774.68 ′ |
| 250 rad | 859,436.69 ′ |
| 500 rad | 1,718,873.39 ′ |
| 1,000 rad | 3,437,746.77 ′ |
COMMON VALUES
RELATED CONVERSIONS
About Radian (rad)
The SI unit of angular measure, one radian is the angle subtended at the center of a circle by an arc equal in length to the radius. A full circle is 2*pi radians (approximately 6.283 rad). Radians are essential in calculus and physics because trigonometric functions have their simplest derivatives when angles are in radians.
About Arcminute (′)
One sixtieth of a degree, the arcminute is used in astronomy for the apparent size of celestial objects (the Moon subtends about 31 arcminutes), in navigation for precise coordinate specification, and in optometry for measuring visual acuity. Geographic coordinates are expressed in degrees, arcminutes, and arcseconds.
How to Convert Radian to Arcminute
The conversion formula is: 1 rad = 3437.75 ′. To convert from Radian (rad) to Arcminute (′), use the formula above or the interactive converter at the top of this page.
FAQ
How many Arcminute in 1 Radian?
1 Radian (rad) equals 3437.75 Arcminute (′).
How to convert Radian to Arcminute?
Multiply the Radian value by 3437.75 to get the equivalent in Arcminute. Formula: 1 rad = 3437.75 ′
What is the formula for Radian to Arcminute conversion?
1 rad = 3437.75 ′
Glossary
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Latitude & Longitude
Latitude and longitude are a geographic coordinate system using angular degrees to uniquely identify any point on Earth's surface, with latitude ranging ±90° and longitude ±180°.
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Bearing
A bearing is the horizontal direction of travel or of a target, measured clockwise in degrees from north (0°/360°), with east at 90°, south at 180°, and west at 270°.