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Zero Vector
A vector whose initial and terminal points coincides is called Zero Vector. The magnitude of Zero Vector is also Zero.
If a vector is expressed in component form as then the magnitude of the vector is
Find the value of x for which x is a unit vector
Find the angle between two vectors
Find λand μif
It is given that:
Unit Vector is
The vector whose magnitude is always 1 or unity is called a Unit Vector.
If a vector is expressed in component form as then x, y and z are referred to as
In x , y and z represents the components of along x-axis ,y-axis and z-axis respectively.
Show that the points A(1, –2, –8), B (5, 0, –2) and C (11, 3, 7) are collinear, and find the ratio in which B divides AC.
Therefore , AB and BC are parallel, but point B is common , so points , A,B,C are collinear. As
Find the projection of the vector
Let the vectors be such that is a unit vector if the angle between vectors is
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