If the point `(cos theta, sin theta)`does not fall in the angle between the lines `y=|x-1|`in which the origin falls, then `theta` belongs to

If the point (cos theta, sin theta) does not fall in that angle between the lines y = |x-1| in which the origin lies, then theta belongs to

If the point (cos theta,sin theta) does not fall in that angle between the lines y=|x-1| in which the origin lies,then the complete set of theta is

If the point (1+cos theta,sin theta) lies between the region corresponding to the acute angle between the lines 3y=x and 6y=x, then

If the point (1+cos theta, sin theta) lies between the region corresponding to the acute angle between the lines 3y = x and 6y = x, then

If the points (4,3) and (cos theta, sin theta) lies same side of the line x+y-1=0 ,then theta lies in which Quadrant?

If theta is the angle between the lines x//a+y//b=1, x//b+y//a=1 , then cos theta=

The centroid of a triangle formed by the points (0, 0), (cos theta, sin theta) and (sin theta, -cos theta) lies on the line y=2x . Then theta is :

If the line x cos theta+y sin theta=P is the normal to the curve (x+a)y=1,then theta may lie in