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Is \( \cos x = \dfrac1{\sec x} \) and \( \sec x =\dfrac1{\cos x} \) true (individually) for all \(x\)?

Note by Vishal Yadav 7 months, 2 weeks ago

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The above equalities are always true as they're identities, however, they are meaningful only when \(x ≠ (2n+1)\frac{\pi}{2}\,\,\forall\,\,n\,\epsilon\,\mathbb{Z} \). – Aditya Sky · 7 months ago

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TopNewestThe above equalities are always true as they're identities, however, they are meaningful only when \(x ≠ (2n+1)\frac{\pi}{2}\,\,\forall\,\,n\,\epsilon\,\mathbb{Z} \). – Aditya Sky · 7 months ago

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