Find the angle which the straight line `y=sqrt(3)x-4` makes with the Y- axis.

Transform equation sqrt(3) y-3x=3 to the slope intercept form and also find the angle which straight line makes with the x-axis.

The slope of straight line sqrt(3)y=3x+4 is

Find the angles between the pairs of straight lines: y=(2-sqrt(3))x+5\ a n d\ y=(2+sqrt(3))x-7.

Find the angles between the pairs of straight lines: x+sqrt(3)y-5=0\ a n d\ sqrt(3)x+y-7=0

Find the angles between the pairs of straight line x-y sqrt(3)=5 and sqrt(3)x+y=7

The angle between the straight lines x -y sqrt3=5 and sqrt3x +y =7 is

Find the angle between the lines y-sqrt(3)x-5=0 and sqrt(3)y-x+6=0

The eccentricity of the ellipse which meets the straight line (x)/(7)+(y)/(2)1 on the x -axis and the straight line (x)/(3)-(y)/(5)=1 on the y -axis and whose axis lie along the axis of coordinate

The angle which the normal to the line x-sqrt(3)y+8=0 passing through the origin, makes with the positive x - axis is