The smallest positive value of x (in radians) satisfyinig the equation `(sinx)(cos^3x) - (cosx)(sin^3 x) = 1/4.`

The smallest positive value of x (in radians) satisfyinig the equation (sin x)(cos^(3)x)-(cos x)(sin^(3)x)=(1)/(4)

The smallest positive value of x( in degrees ) satisfying the equation (sin x-sin7x)/(cos7x-cos x)=tan6x is

The smallest positive value of x (in radians) satisfying the equation (log)_(cos x)((sqrt(3))/(2)sin x)=2-(log)_(sec x)(tan x) is (a) (pi)/(12) (b) (pi)/(6)(cc)(pi)/(4) (d) (pi)/(3)

Determine the smallest positive value of x which satisfy the equation sqrt(1+sin2x)-sqrt(2)cos3x=0

Determine the smallest positive value of (32x)/(pi) which satisfy the equation sqrt(1+sin 2x)-sqrt(2)cos 3x=0

Smallest positive x satisfying the equation sin3x+3cos x=2sin2x(sin x+cos x), is-

If x is smallest positive angle in degrees satisfying the equation 8sin x cos^(5)x8sin^(5)x cos x=1, then find the value of 2x .

Smallest positive x satisfying the equation cos^(3) 3x + cos^(3) 5x = 8 cos^(3) 4x * cos^(3) x is :