If tanx + secx = 7/2, then codex equals

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(s e c x^{\circ} - t a n x^{\circ}) (s e c x^{\circ} + t a n x^{\circ})

y = s e c x + tan x

\frac{d y}{d x} =

f (x) = \frac{s e c x + t a n x - 1}{t a n x - s e c x + 1} : x ϵ (0, \frac{π}{2})

s i n x + c o s x + t a n x + c o t x + s e c x + c o s e c x = 7

s i n 2 x = a - b \sqrt{7}

a - b + 14

\int \frac{s e c x}{s e c x + t a n x}

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