Component of vector

Components of vector along and perpendicular a vector

When we need to do components of vector ?

The x and y components of vector vec(A) are 4 m and 6 m respectively. The x and y components of vector vec(A)+vec(B) are 10 m and 9 m respectively. For the vector vec(B) calculate the following-

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

The x and y-components of vector A are 4 m and 6 m respectively. The x and y-components of vector A + B are 10 m and 9 m respectively. Calculate for the vector B the following: (a) its x and y-components (b) its length (c ) the angle it makes with x-axis.

Find the components of vector vec(a)=3hat(i)+4hat(j) along the direction of vectors hat(i)+hat(j) & hat(i)-hat(j)

A vector having magnitude 30 unit makes equal angles with each of X,Y, and Z -axes The components of vector along each of X,Y,and Z -axes are

The component of a vector is

The component of a vector may be

Parallelogram Law, Polygon Law, Unit vector,Standard unit vectors (i, j, k), Components of Vector, Addition using components, Application of vectors: Forces in equilibrium