Degrees to Sextants (° → sxt)
Formula
1 ° = 0.016666666666666666 sxtConversion Table
| ° | sxt |
|---|---|
| 0 | 0 |
| 1.0000 | 0.016667 |
| 2.0000 | 0.033333 |
| 3.0000 | 0.050000 |
| 4.0000 | 0.066667 |
| 5.0000 | 0.083333 |
| 6.0000 | 0.10000 |
| 7.0000 | 0.11667 |
| 8.0000 | 0.13333 |
| 9.0000 | 0.15000 |
| 10.000 | 0.16667 |
| 11.000 | 0.18333 |
| 12.000 | 0.20000 |
| 13.000 | 0.21667 |
| 14.000 | 0.23333 |
| 15.000 | 0.25000 |
| 16.000 | 0.26667 |
| 17.000 | 0.28333 |
| 18.000 | 0.30000 |
| 19.000 | 0.31667 |
| ° | sxt |
|---|---|
| 20.000 | 0.33333 |
| 21.000 | 0.35000 |
| 22.000 | 0.36667 |
| 23.000 | 0.38333 |
| 24.000 | 0.40000 |
| 25.000 | 0.41667 |
| 26.000 | 0.43333 |
| 27.000 | 0.45000 |
| 28.000 | 0.46667 |
| 29.000 | 0.48333 |
| 30.000 | 0.50000 |
| 31.000 | 0.51667 |
| 32.000 | 0.53333 |
| 33.000 | 0.55000 |
| 34.000 | 0.56667 |
| 35.000 | 0.58333 |
| 36.000 | 0.60000 |
| 37.000 | 0.61667 |
| 38.000 | 0.63333 |
| 39.000 | 0.65000 |
| ° | sxt |
|---|---|
| 40.000 | 0.66667 |
| 41.000 | 0.68333 |
| 42.000 | 0.70000 |
| 43.000 | 0.71667 |
| 44.000 | 0.73333 |
| 45.000 | 0.75000 |
| 46.000 | 0.76667 |
| 47.000 | 0.78333 |
| 48.000 | 0.80000 |
| 49.000 | 0.81667 |
| 50.000 | 0.83333 |
| 51.000 | 0.85000 |
| 52.000 | 0.86667 |
| 53.000 | 0.88333 |
| 54.000 | 0.90000 |
| 55.000 | 0.91667 |
| 56.000 | 0.93333 |
| 57.000 | 0.95000 |
| 58.000 | 0.96667 |
| 59.000 | 0.98333 |
| ° | sxt |
|---|---|
| 60.000 | 1.0000 |
| 61.000 | 1.0167 |
| 62.000 | 1.0333 |
| 63.000 | 1.0500 |
| 64.000 | 1.0667 |
| 65.000 | 1.0833 |
| 66.000 | 1.1000 |
| 67.000 | 1.1167 |
| 68.000 | 1.1333 |
| 69.000 | 1.1500 |
| 70.000 | 1.1667 |
| 71.000 | 1.1833 |
| 72.000 | 1.2000 |
| 73.000 | 1.2167 |
| 74.000 | 1.2333 |
| 75.000 | 1.2500 |
| 76.000 | 1.2667 |
| 77.000 | 1.2833 |
| 78.000 | 1.3000 |
| 79.000 | 1.3167 |
Degrees to Sextants Conversion
Converting Degrees (°) to Sextants (sxt) is a common angle conversion. 1 ° equals 0.016667 sxt. For example, 100 ° is equal to 1.666667 sxt.
Quick Mental Math: Degrees to Sextants
60 degrees is 1 sextant, so scale from that anchor.
Why is converting Degrees to Sextants tricky?
degrees and sextants split one full turn into different counts, so people often flip the ratio and divide when they should multiply.
Quick Reference Values
1 ° = 0.016667 sxt. 5 ° = 0.083333 sxt. 10 ° = 0.166667 sxt. 25 ° = 0.416667 sxt. 50 ° = 0.833333 sxt. 100 ° = 1.666667 sxt.
What is Degrees?
Degrees (°) is a unit of angle. A degree is a unit of angular measurement defined as 1/360 of a full rotation or circle. One degree equals exactly π/180 radians, aligning with the International System of Units (SI) conventions for angles. It is commonly used in geometry, navigation, and geospatial coordinates to measure angles and directions [iso-80000]. The degree originated with the ancient Babylonians around 3000 BCE, who divided a circle into 360 parts likely based on their sexagesimal numeral system. This system was formalized over centuries and incorporated into modern angle measurement standards. The consistent division into 360 degrees became globally accepted due to its mathematical convenience and historical use [iso-80000]. Degrees are used worldwide in navigation, astronomy, cartography, and engineering. Countries including the United States, Canada, and members of the European Union employ degrees for geographic coordinates. Scientific organizations such as ISO and BIPM recognize degrees as a standard unit for angles [bipm-si-brochure].
What is Sextants?
Sextants (sxt) is a unit of angle. A sextant is a navigational instrument that measures angles up to 60 degrees, traditionally divided into 60 arcminutes per degree. Its unit of measurement, the arcminute, equals 1/60 of a degree or 1/21600 of a full circle, corresponding to approximately 0.000290888 radians [iso-80000]. Sextants enable precise celestial navigation by measuring the angle between celestial objects and the horizon. The sextant was developed in the 18th century, credited to John Hadley in 1731, to improve maritime navigation by accurately measuring angles between stars and the horizon [iso-80000]. It was adopted to replace less precise instruments like the quadrant. Sextants remain in use worldwide, especially in maritime navigation training and by traditional sailors in countries with strong nautical histories such as the United Kingdom and the United States [nist-si-guide]. They serve as reliable backups to electronic navigation systems.
Common Misspellings
People often search for this conversion using these alternate spellings: degres, degreess, degreees, degre, degr, sextent, sexant, sextint, sexten, sextent. All of these refer to the Degrees to Sextants conversion.