Find the direction cosines of the line `(4-x)/2=y/6=(1-z)/3dot` Also, reduce it to vector form.

The direction cosines of the line x = y = z are

Find the direction cosines of the line (x+2)/2=(2y-7)/6=(1-z)/(-3) . Also, find the vector equation of the line through the point A(-1,\ 2,\ 3) and parallel to the given line.

Find the direction cosines of x,y and z -axis.

The direction cosines of the line 6x-2=3y+1=2z-2 are

Find the direction cosines of the line (x+2)/(2)=(2y-7)/(6)=(5-z)/(6). Also,find the vector equation of the line through the point A(-1,2,3) and parallel to the given line.

Find the direction-cosines of the line: (x-1)/(2) = -y = (z + 1)/(2) .

Find the direction-cosines of the line (x - 1)/(2) = - y = (z + 1)/(2)

Write the direction cosines of the line (x-2)/2=(2y-5)/(-3),\ z=2.

Find the direction cosines of teh line (x-2)/(2)=(2y-5)/(-3),z=-1. Also,find the vector equation of the line.

The direction cosines of the line x-y+2z=5,3x+y+z=6 are