Home
Class 12
MATHS
Find the set of all x in the interval (0...

Find the set of all x in the interval `(0,(pi)/(2))` for which `log_(1//2) cos x lt log_(1//2) tan x`

Promotional Banner

Similar Questions

Explore conceptually related problems

The set ofall the values of x for which log_((1)/(4))(2-x)>log_((1)/(4))((2)/(x+1)) is

The number of solutions of log_(sin x)2^(tan x)>0 in the interval (0,(pi)/(2)) is

The solution set of inequality log_(1/2) sin^-1 x gt log_(1/2) cos^-1 x

log(x-1)+log(x-2)lt log(x+2)

The solution set of the inequation "log"_(1//2) "sin" x gt "log"_(1//2) "cos" x "in" [0, 2pi] , is

The solution set of the inequation "log"_(1//2) "sin" x gt "log"_(1//2) "cos" x "in" [0, 2pi] , is

Find the number of solution of log_(1/2) |sinx| = 2 - log_(1/2) |cosx|, x in [0, 2pi]

Find the number of solution of log_(1/2) |sinx| = 2 - log_(1/2) |cosx|, x in [0, 2pi]