Projection of vector along coordinate axes; if direction cosine is given

The projection of a vector on the coordinate axes are 6,-3,2. Find its length and direction cosines,

The projection of a vector on the coordinate axes are 6,-3,2. Find its length and direction cosines.

The projection of a vector on the coordinate axes are (6,-3,2) Find its length and direction cosines.

The projection of a vector on the three coordinate axes are 6,-3,2 respectively. The direction cosines of the vector are

A line makes equal angles with coordinate axes. Direction cosines of this line are :

If a line makes equal angles with coordinates axes its direction - cosines are.

The projection of a vector on the co-ordinate axis are 2,3 and -6. Find the direction cosines of the vector.

The projections of a line on the co-ordinate axes are 4,6,12. The direction cosines of the line are

The direction ratios of a vector are , find its direction cosines.

If a line is equally inclined with the coordinate axes, then its direction cosines are