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Question
directions: write each angle measure in degree-minute-second (dms) form.
- 36.875°
- 117.590°
- -238.145°
- 64.901°
- -323.588°
- 9.636°
Step1: Separate degrees and decimals
For \(36.875^{\circ}\), the degree part is \(36^{\circ}\). The decimal part is \(0.875\).
Step2: Convert decimal to minutes
Since \(1^{\circ} = 60'\), multiply the decimal part by \(60\). \(0.875\times60 = 52.5'\).
Step3: Separate minutes and decimals
The minute part is \(52'\). The decimal part is \(0.5\).
Step4: Convert decimal to seconds
Since \(1'=60''\), multiply the decimal part by \(60\). \(0.5\times60 = 30''\).
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\(36^{\circ}52'30''\)