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When converting Degrees/Minutes/Seconds of latitude in the Northern Hemisphere to decimal degrees, choose the best response:

A. Add the three values together and divide the sum by 3600, i.e., (Deg + Min + Sec) / 3600

B. Subtract the seconds from the minutes, then the minutes from the degrees, i.e., (Deg - (Min - Sec))

C. Multiply the Minutes by 60, multiply the seconds by 3600, and then add all to the degrees, i.e., (Deg + (Min * 60) + (Sec * 3600))

D. Divide the Seconds by 3600, divide the Minutes by 60, then add those values to the degrees, i.e., (Deg + (Min / 60) + (Sec / 3600))

Answer :

Final answer:

To convert Degrees/Minutes/Seconds to decimal degrees, divide the Seconds by 3600 and the Minutes by 60, then add these to the degrees. The correct formula is (Deg+(Min/60)+(Sec/3600)). Online coordinate conversion tools can assist with this process.

Explanation:

When converting Degrees/Minutes/Seconds of latitude in the Northern Hemisphere to decimal degrees, the correct method is: D. Divide the Seconds by 3600, divide the Minutes by 60, then add those values to the degrees, i.e. (Deg+(Min/60)+(Sec/3600)). This is because one degree is equal to 60 minutes, and one minute is equal to 60 seconds. Thus, to convert degrees to decimal degrees (DD), you must account for these conversions.

Here's an example: To convert 43° 4' 31" from degrees, minutes, seconds to decimal degrees:

  1. Divide the number of seconds by 60 (31 ÷ 60 = 0.5166).
  2. Add the quotient of step (1) to the whole number of minutes (4 + 0.5166).
  3. Divide the result of step (2) by 60 (4.5166 ÷ 60 = 0.0753).
  4. Add the quotient of step (3) to the number of whole number degrees (43 + 0.0753).
  5. The result is 43.0753°.

Converting from DMS to DD can also be aided by various online coordinate conversion tools.

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Rewritten by : Jeany

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