Components of a vector #!#in 2 dimensional plane #!#Direction cosine

Basic Mathematics |Resolution Of Vectors|Resolution Of Vectors Into Rectangular Components|Rectangular Components Of A Vector In Three Dimensions|Direction Cosines|Practice Exercise Questions|Summary

Position vector in 2 dimensional plane and 3 dimensional plane

Components of vector joining two point in 2 and 3 dimensional plane

If the component of one vector in the direction of another vector is zero, then those two vectors are _______

If component of one vector in the direction of another vector is zero, then those two vectors

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

What do you mean by rectangular components of a vector ? Explain how a vector can be resolved into two rectangular components in a plane

A vector of magnitude 14 lies in the xy-plane and makes an angle of 60^@ with x -axis . The components of the vector in the direction of x -axis and y-axis are

The x- component of a certain vector in x-y plane is 2 units and y- component is +2sqrt(3) units. What is the magnitude of the vector.

Angle Between Two vectors in terms of direction cosine and direction ratio