The angle that the vector representing the complex number `1/((sqrt3+i)^100)` makes with the positive direction of real axis is ______.

The angle that the vector representing the complex number (1)/((sqrt(3)-i)^(25)) makes with the positive direction of the real axis is :

The angle made by the line sqrt(3)x-y+3=0 with the positive direction of X -axis is

Represent the complex number z=1+i sqrt(3) in the polar form.

Find the angle made by the line x+sqrt3y-6=0 with the positive direction of the x-axis.

Polar form of the complex number (sqrt(3)+i)/(1-i) is

Find the angle formed by the line sqrt(3)x+y-5=0 from the positive direction of x -axis.

Find the acute angle which the line with direction -cosines lt (1)/(sqrt(3)), (1)/(sqrt(6)), n gt makes with positive direction of z-axis.

If the slope of a line is sqrt(3) , the angle made by the line with the positive direction of X-axis is _ _ _ _ _ _

Let PM be the perpendicular from the point P(1, 2, 3) to XY-plane. If OP makes an angle theta with the positive direction of the Z-axies and OM makes an angle Phi with the positive direction of X-axis, where O is the origin, theta and Phi are acute angles, then