Home
Class 12
MATHS
If log2 (3sinx)-log2(cosx)-log2(1-tanx)-...

If `log_2 (3sinx)-log_2(cosx)-log_2(1-tanx)-log_2(1+tanx)=1` then `tanx=`

Promotional Banner

Similar Questions

Explore conceptually related problems

If log_2(sinx)-log_2(cos x)-log_2(1-tan x)-log_2(1+ tan x)=-1 then tan 2x =

If log_(2)(sinx)-log_(2)(cosx)-log_(2)(1-tanx)-log_(2)(1+tanx)=-1 then tan2x=

If log_(2)sinx-log_(2)cosx-log_(2)(1-tan^(2)x)=-1 then x =

d/dx(log tanx) =

If y=4^(log2(sinx))+9^(log3(cosx)," then "(log2(log3)y_(1)=

log_(10)sinx+log_(10)cosx=-1 , log_(10)(sinx+cosx)=1/2(log_(10)n-1) Then n=

log_(3)x+3log_(e)x+2tanx

int(tanx)/(log(cosx))dx=

int (sec^(2)x)/(log (tanx)^(tanx))dx=