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Degrees to Arcseconds (° to ") Converter

1 degree (°) = 3,600 arcseconds ("). To convert degrees to arcseconds, multiply by 3,600: 90 ° × 3,600 = 324,000 ".

1 ° = 3600 "
Convert the other way: Arcseconds to Degrees

Quick facts

How to convert degrees to arcseconds

  1. Take the value in degrees.
  2. Multiply it by 3,600 (the number of arcseconds in one degree).
  3. Round the result to the precision you need.
" = ° × 3,600

Worked example (a right angle): 90 ° × 3,600 = 324000 ".

To convert arcseconds back to degrees, multiply by 0.000277778, or divide by 3,600.

Source: BIPM SI Brochure, 9th edition (the radian).

Degrees to Arcseconds conversion table

Degrees to Arcseconds conversion table
Degrees [°]Arcseconds ["]
0.001 °3.6 "
0.01 °36 "
0.1 °360 "
0.5 °1800 "
1 °3600 "
2 °7199.9999999999 "
5 °17999.9999999999 "
10 °35999.9999999997 "

° to " chart from 1 to 100

Arcseconds to Degrees conversion table

Arcseconds to Degrees conversion table
Arcseconds ["]Degrees [°]
1 "0.0002777778 °
10 "0.0027777778 °
100 "0.0277777778 °
1000 "0.2777777778 °
10000 "2.7777777778 °
100000 "27.7777777778 °
1000000 "277.7777777778 °

Degrees vs Arcseconds

DegreeArcsecond
Symbol°"
Equals1 ° = 3,600 "1 " = 0.000277778 °

What is a degree?

One 360th of a full rotation. The everyday unit for angles in geometry, navigation, and construction.

What is an arcsecond?

One 60th of an arcminute, or 1/3600 of a degree. Used in astronomy for very small angular measurements, such as star positions.

Frequently asked questions

How many arcseconds are in a degree?

There are 3,600 arcseconds in 1 degree (1 ° = 3600 ").

How many degrees are in an arcsecond?

There are 0.000277778 degrees in 1 arcsecond (1 " = 0.0002777778 °).

How do I convert degrees to arcseconds?

Multiply the number of degrees by 3,600. For example, 10 ° × 3,600 = 36,000 ". To convert back, multiply by 0.000277778.

What is 10 ° in arcseconds?

10 ° = 36,000 ".

What is 100 ° in arcseconds?

100 ° = 360,000 ".

Is the conversion exact?

Yes. The factor comes from the official definitions of both units (BIPM SI Brochure, 9th edition (the radian)). Results are shown to up to 10 decimal places; round them to suit your purpose.

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Reviewed by

Dr. Muhammad Amjad Khadim PhD Mathematics

Dr. Muhammad Amjad Khadim holds a PhD in Mathematics. He writes and reviews the guides on pakmath.com and checks every formula, conversion factor and worked example against published standards and official guidance before it goes live. Spotted an error? Tell us and it will be corrected.