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The general solution of sec x = √2 is ........ .

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in Trigonometry by (34.5k points)

The general solution of sec x = √2 is ........ .

(a) 2nπ ± \(\cfrac{\pi}{4}\), n ∈ Z 

(b) 2nπ ± \(\cfrac{\pi}{2}\) , n ∈ Z 

(c) nπ ± \(\cfrac{\pi}{2}\), n ∈ Z 

(d) 2nπ ± \(\cfrac{\pi}{3}\) , n ∈ Z

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1 Answer

+1 vote
by (29.7k points)

Correct option is: (a) 2nπ ± \(\cfrac{\pi}{4}\), n ∈ Z 

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