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Find the value of the trigonometric function cosec (–1410°) |
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Answer» It is known that the values of cosec x repeat after an interval of 2π or 360°. cosec(−1410∘)=−cosec1410∘ ⇒−cosec(4×360∘−30∘) ⇒ - cosec30∘ Since cosec(2nπ−θ)=−cosecθ cosec30∘⇒2 Hence cosec(−1410∘)=2 |
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