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Evaluate:cot-1(cot \(\frac{9\pi}4\)) |
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Answer» The value of cot \(\frac{9\pi}4\) is 1. ∴ The question becomes cot–1(1). Let cot–1(1) = y ⇒ cot y = 1 = cot\((\frac{\pi}4)\) = 1 The range of principal value of cot–1is (0, π) and cot \((\frac{\pi}4)\)= 1 ∴ The value of cot–1(cot\(\frac{9\pi}4\)) is \(\frac{\pi}4.\) |
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