" of."tan x^(0)

" If tan35^(0)+cot37^(0)+tan325^(@)=x tan53^(0)+tan127^(0) then x=

Differentiate the following function with respect to x,tan(x^(0)+45^(@))

Differentiate the following functions with respect to tan(x^(0)+45^(@))

The number of general solutions (sin 10^(@))^(tan x + tan 3 x) = tan 10^(0) + tan 30^(0) + tan15^(0) tan 30^(0), x in (0, pi]

If A={x in [0,2 pi]: tan x-tan^(2)x>0} and B={x in [0,2 pi]: |sin x|<(1)/(2)} , then A nn B=

Fill in the blanks: The equation of normal to the curve y = tan x at (0,0) is ____________________.

|(sec x,sin x,tan x),(0,1,0),(tan x,cot x,sec x)| is equal to -

Differentiate the following functions with respect to tan(x^0+45^0)

Solution of tan x + tan (120 ^ (@) + x) + tan (x-120 ^ (@)) = 0

Solve sin x + (tan x) / (2) = 0