This will convert your degree notation into a decimal degree or vice versa. 286.4789 degrees / 57.29578 [degrees / radian] = 5 radians. One degree has 60 arc minutes, one arc minute has 60 arc seconds. Example. Angular measurements are commonly expressed in units of degrees, minutes, and seconds (DMS). Angles are usually measured in degrees. For more information, visit the Microsoft Web site:For more information about the support options that are available and about how to contact Microsoft, see The following Microsoft Visual Basic for Applications custom function accepts an angle formatted as a decimal value and converts it to a text value displayed in degrees, minutes, and seconds.To use this function, create a conversion formula, as in the following example:Start Excel and press ALT+F11 to start the Visual Basic editor.Enter the sample code for the Convert_Degree custom function described above into the module sheet.The following Microsoft Visual Basic for Applications custom function accepts a text string of degrees, minutes, and seconds formatted in the exact same format that the Convert_Degree function returns (for example, 10° 27' 36") and converts it to an angle formatted as a decimal value.

And we now have our factor for conversion from radians to degrees since 1 * 57.29578 = 57.29578. How to Use the Calculator 1 - Enter the size of your angle in degrees decimal … Angle: Convert Degrees, Minutes, Seconds.

This is exactly the reverse of the Convert_Degree custom function.This custom function fails if the Degree_Deg argument is not in the format ° ' " even if the seconds value is 0.To use this function, create a conversion formula, as in the following example:Start Excel and press ALT+F11 to start the Visual Basic Editor.Enter the sample code for the Convert_Decimal custom function described above into the module sheet.You are required to type three quotation marks (""") at the end of the argument of this formula to balance the quotation mark for the seconds and the quotation mark for the text string. 286.4789 degrees / 57.29578  [degrees / radian] = 5 radiansTo convert among any units in the left column, say from A to B, you can multiply by the factor for A to convert A into degrees then divide by the factor for B to convert out of degrees. Since you can multiply anything by 1 and still retain the original value, but in different units, set it up so that radian will cancel out leaving you with degree. To convert Declination (DEC) Decimal Degrees (DD) to Degree Minutes and Seconds (DMS), restricting domain to greater than -90 degrees Hours and Less than 90 degrees. Just separate the degrees from minutes and seconds with a space like this: 30 0 19, which will mean 30° 0' 19". This can be done through the formula: Or, multiply by 57.29578/360 = 0.1591549. Belongs in category Angle. Example: An angle of 48 degrees would be: Percentage of Slope = [ Tan ( 48 ) ] x 100 Convert 30.263888889° angle to degrees,minutes,seconds: d = integer(30.263888889°) = 30° m = integer((dd - d) × 60) = 15' s = (dd - d - m/60) × 3600 = 50" So.
= 12 degrees + 27.36 minutes = 12 degrees + 27 minutes + 0.36 minutes = 12 degrees + 27 minutes + 0.36 × 60 seconds = 12 degrees + 27 minutes + 21.6 seconds In this calculator, seconds are rounded to the nearest integer. Or, you can find the single factor you need by dividing the A factor by the B factor.For example, to convert from radians to revolutions you would multiply by 57.29578 then divide by 360. Convert from Rotations to Degrees. 1 degree equals 60 minutes, and one minute equals 60 seconds. Dividing both sides of the equation by 57.29578 we get about 0.01745329 radians = 1 degrees. The National Institute of Standards and Technology (NIST) - A cell reference will not require a quotation mark. How to Use the Calculator 1 - Enter the size of your angle in degrees decimal format press "enter". Units, symbols and conversion values The answer is in degrees, minutes and seconds.