" Flas and "f((1-sin0)/(1+sin0)=(sec0-tan0)^(2)

The value of x where xgt0 and tan(sec^(-1)(1/x))=sin(tan^(-1)2) is

The value of x where x gt 0 and tan (sec ^(-1)((1)/(x)))=sin (tan ^(-1) 2) Is

The value of x where xgt0 and tan(sec^(-1)(1/x))=sin(tan^(-1)2) is

If 0<=theta<=pi and (sin0)/(2)=sqrt(1+sin theta)-sqrt(1-sin theta) then the possible value of tan theta, is -

Write the value of the expression (1-4sin1 0^0sin7 0^0)/(2sin1 0^0)

lim_(x rarr 0) (tan (sin^(-1) 3x))/(sin^(-1) (2 tan x)) =

The value of x where x gt0 and tan("sec"^(-1)1/x)=sin(tan^(-1)2) is