D =
Whole degrees of latitude or longitude. Keep the sign on this field if the coordinate is south or west.
M =
Minutes portion of the coordinate. This value should normally be positive.
S =
Seconds portion of the coordinate. This value should normally be positive.
DD =
Full coordinate expressed as decimal degrees.
DM =
Minutes and fractional minutes within the current degree.
Choose the number of decimals to show in your answer. This is also known as significant figures. Select an appropriate amount of significant figures based on the precision of the input numbers.
Convert the minutes and seconds to fractions of a degree, then add them to the whole degrees. Decimal minutes come from combining the minutes and seconds into one minute value. decimal degrees = |D| + M / 60 + S / 3600 decimal minutes = M + S / 60 If the original coordinate is negative, return the negative sign to the final decimal-degrees result. The bar shows how one degree is built from the current minute and second values. You need the degree, minute, and second parts of the coordinate. Decimal degrees combine all three into one number, while decimal minutes combine just the minute and second parts. What do 45° 30' 36" equal in decimal degrees and decimal minutes? So 45° 30' 36" is 45.51 decimal degrees, and its minute component is 30.6 decimal minutes.Degrees Minutes Seconds to Decimal Degrees and Decimal Minutes Formula
Live Diagram
Degrees Minutes Seconds to Decimal Degrees and Decimal Minutes Variables
How the Calculation Works
Degrees Minutes Seconds to Decimal Degrees and Decimal Minutes Example