Find the direction cosines of the following line:
`(3-x)/(-1) = (2y-1)/2 = z/4`

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

Find the direction cosines of the line (4-x)/(2)=(y)/(6) =(1-z)/(3)

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

Find the direction cosines of the line ( x + 2 ) /(2) = ( 2 y - 5) /( 3 ) , z = - 1

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

Find the direction cosines of the normal to the plane 2x+3y-z=4 .

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

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.

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

Find the coordinates of the point of intersection for the following lines : ( x -3 ) /(1) = ( y - 5 ) /( 2 ) = ( z - 1 ) /(- 1) and ( x - 4 ) /(2) = ( y - 2 ) /( - 1) = ( z - 4 ) /(2)