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Convert (7395'') into degrees minutes seconds.

Answer and explanation

Correct answer: \(2^\circ 3'15''\)

Since \(1^\circ=3600''\), \(7395''=2\times3600''+195''\). Now, \(195''=3\times60''+15''=3'15''\). Therefore, \(7395''=2^\circ3'15''\), so option B is correct. Option C has an incorrect conversion of the remaining seconds into minutes and seconds. Exam tip: first divide total seconds by 3600 for degrees, then divide the remainder by 60 for minutes.

Related tags

Trigonometric FunctionsAnglesDegree Minute SecondAngle ConversionSexagesimal SystemMathematicsClass 12 Mcq

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