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Vector and vector equation of line

The vector is direction one point to another point. The vector equation of a line is r = a + tb. In this equation, “a” represents position  vector and “b” represents a direction vector  of the line. Moreover “r” represents the vector of any general point on the line and “t” is constant. Hence it is similar to equation of line vector

Vectors and scalar product

Scalar product of two vectors is  multiply and obtain a scalar quantity. It represent on ‘dot’. Another  name is dot product. vector has magnitude and direction. It start from one point to another point. The length of vector is called magnitude. Scalar product and vector

Vector and Scalar product.

vector has magnitude and direction. It start from one point to another point. The length of vector is called magnitude. The scalar product of two vectors is  multiply and obtain a scalar quantity. It represent on ‘dot’. Another  name is dot product. Vector and scalar product

 
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