(a) An angle is recorded as . Convert it to a decimal–degree measure correct to two…

MATHEMATICS · Subjective · CBSE · Mathematics · Trigonometric Functions · Trigonometric Functions

Problem

(a) An angle is recorded as −15∘ 23′ 41′′-15^{\circ}\,23'\,41''. Convert it to a decimal–degree measure correct to two decimal places. (b) A second angle is 42∘ 18′ 0′′42^{\circ}\,18'\,0''. Find the difference (42∘ 18′ 0′′)−(−15∘ 23′ 41′′)\bigl(42^{\circ}\,18'\,0''\bigr)-\bigl(-15^{\circ}\,23'\,41''\bigr) and express the result in decimal degrees correct to the nearest hundredth.

Related theory

Browse the problem library