int (dx)/(tan x+ cot x+ sec x+ cosec x)...

`int (dx)/(tan x+ cot x+ sec x+ cosec x)`

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int (dx) / (tan x + cot x + sec x + cos ecx)

tan^2x + cot^2 x +2=sec^2 x cosec^2 x

int (dx)/(sec x + "cosec x")

int (dx)/(sec x + "cosec x")

int1/(sec x + cosec x) dx

int1/(sec x + cosec x) dx

Prove the following identity : (1 - tan x)^2+(1 -cot x)^2 = (sec x -cosec x)^2 .

int (sec x cosec x)/(2 cot x- sec x cosec x)dx=

int sec x "cosec" x dx=

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