Home
Class 12
MATHS
The number of values of x between 0 and ...

The number of values of x between `0 and 2pi` satisfying the equation `2cosec 2x cotx - cot^2x = 1` valid ? (i)`0` (ii)`1` (iii)`2` (iv) none of these

Promotional Banner

Similar Questions

Explore conceptually related problems

The number of values of x in [0,2pi] satisfying the equation 3cos2x-10cosx+7=0 is

Find the number of values of x in (0,2 pi) satisfying the equation cot x-2sin2x=1

Number of values of x lying in [0,2 pi] and satisfying the equation sin x+cos x=1, is

The number of values of x in [-2pi, 2pi] which satisfy the equation "cosec x"=1+cot x is equal to

The number of values of x in [-2pi, 2pi] which satisfy the equation "cosec x"=1+cot x is equal to

The number of values of x int [-2pi, 2pi] satisfying tanx + cotx = 2" cosec x" is

The number of values of x in[-2 pi,2 pi] satisfying tan x+cot x=2cos ecx is

For which values of x between 0and2pi , then 2cosec2x cot x-cot^(2)x=1 is true :