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What is the radian measure of – 37°30’? |
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Answer» – 37° 30’ = – 37.5° [∵ 1° = 60′ ⇒ 0.5° = 30′] Now, \(-37.5^°=-(37.5\times\frac{\pi}{180})\) radian [∴ \(1^°=\frac{\pi}{180}\) radian ] = − ( \(\frac{375}{1800}\times\pi\)) radian = − \(\frac{5\pi}{24}\) radian |
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