If \frac{\cos ⁡\theta }{1− \sin ⁡\theta } + \frac{\cos ⁡\theta }{1 + \sin ⁡\theta } = 4,\:0^{ \circ } < \theta < 90^{ \circ }, then what is the value of (sec θ + cosec θ + cot θ)?

SSC CPO 13 Dec 2019 Shift 2 Paper

Question : 108 of 200

Marks: +1, -0

\;{\cos\;⁡θ\;}/{1−\ sin\;⁡θ\;} + \;{\cos\;⁡θ\;}/{1\;+\;\ sin\;⁡θ\;} = 4,\:0^{ ∘ } < θ < 90^{ ∘ },

then what is the value of (sec θ + cosec θ + cot θ)?

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