What is \frac{ \sin \theta+1}{\cos \theta} equal to?

Correct Answer is : sinθ−cosθ−1sinθ+cosθ+1

\frac{ \sin \theta+\cos \theta-1}{ \sin \theta+\cos \theta+1}

\frac{ \sin \theta+\cos \theta+1}{ \sin \theta+\cos \theta-1}

\frac{ \sin \theta-\cos \theta-1}{ \sin \theta+\cos \theta+1}

\frac{ \sin \theta-\cos \theta+1}{ \sin \theta+\cos \theta-1}

UPSC NDA II 2010 Mathematics Paper

Question : 45 of 120

Marks: +1, -0

What is ‌

sin‌θ+1

cos‌θ

equal to?

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