" 8."(cot x-tan x)^(2)...

" 8."(cot x-tan x)^(2)

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The value of the expression on (cot x -tan x)/(cot2 x ) is :

The valur of (cot x- tan x)/(cot 2x) is

(cot x - tan x)/(cot 2x) equals

Solve : 2+tan x. cot.(x)/(2)+cot x. tan.(x)/(2)=0 .

Solve : 2+tan x. cot.(x)/(2)+cot x. tan.(x)/(2)=0 .

Solve : 2+tan x. cot\ (x)/(2)+cot x. tan\ (x)/(2)=0 .

cot x-2cot2x=tan x

cot^(2) x + tan^(2) x

tan^(-1)(cot x)-tan^(-1)(cot2x)=

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