`underset( x rarr (3pi)/( 4))("Lim")(1+ root( 3)(tan x))/( 1-2 cos^(2) x )`

The value of underset(xrarr(3pi)/(4))(lim)(1+root3(tanx))/(1-2cos^(2)x) is

Evaluate: lim_(n rarr(3 pi)/(4))(1root(3)(tan x))/(1-2cos^(2)x)

The value of lim_(xrarr(3pi)/(4)) (1+root3(tanx))/(1-2cos^(2)x) is

The value of lim_(xrarr(3pi)/(4)) (1+root3(tanx))/(1-2cos^(2)x) is

The value of lim_(xrarr(3pi)/(4)) (1+root3(tanx))/(1-2cos^(2)x) is

The value of lim_(xrarr(3pi)/(4)) (1+root3(tanx))/(1-2cos^(2)x) is

The value of lim_(x rarr(3 pi)/(4))(1+root(3)(tan x))/(1-2cos^(2)x) is -1/2 b.-2/3 c.-3/2d*-1/3

underset( x rarr 1 )("lim")( root ( 3)(7+x^(3))- sqrt( 3 +x^(2)))/( x-1)

Solve underset( pi rarr ( pi )/( 2)) ("lim") sqrt(( tan x - sin { tan ^(-1) ( tan x )})/( tan x + cos ^(2)( tan x )))

underset( x rarr 0 ) ( "lim")( x tan 2x - 2x ta n x )/(( 1- cos 2x)^(2)) is