Vector product of two vectors Class 11

The Vector Product of Two Vectors

Definition

The vector product or cross product of two vectors is defined as another vector having a magnitude equal to the product of the magnitudes of two vectors and the sine of the angle between them. The direction of the product vector is perpendicular to the plane containing the two vectors, in accordance with the right hand screw rule or right hand thumb rule (Figure 2.22).

Vector product of two vectors Class 11

Vector product of two vectors Class 11

Properties of vector (cross) product.

A number of quantities used in Physics are defined through vector products. Particularly physical quantities representing rotational effects like torque, angular momentum, are defined through vector products.

Vector product of two vectors Class 11

Vector product of two vectors Class 11

Vector product of two vectors Class 11

 

Vector product of two vectors Class 11

Solved Example Problems for The Vector Product of Two Vectors

Vector product of two vectors Class 11


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Home | | Physics 11th std | Properties of the components of vectors

Properties of the components of vectors


Properties of the components of vectors

If two vectors 

Vector product of two vectors Class 11
 and 
Vector product of two vectors Class 11
 are equal, then their individual components are also equal.

Vector product of two vectors Class 11

Solved Example Problems for Properties of the components of vectors

Vector product of two vectors Class 11

Vector product of two vectors Class 11

Vector product of two vectors Class 11

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11th Physics : UNIT 2 : Kinematics : Properties of the components of vectors | with Solved Example Problems

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