Operations on Vectors
Operations on vectors are the vectors that are performed especially on vector quantities, such quantities have both magnitude and direction, and operating them with normal rules of mathematics is not possible. So we have to use various vector operations that include,
- Addition of Two Vectors
- Subtraction of Two Vectors
- Multiplication of Vector with Scalar
- Product of Two Vectors
Vector Operations
Vector Operations are operations that are performed on vector quantities. Vector quantities are the quantities that have both magnitude and direction. So performing mathematical operations on them directly is not possible. So we have special operations that work only with vector quantities and hence the name, vector operations.
Thus, It is essential to know what kind of operations can be performed on the vector quantities and vector operations tells us about the same. This article deals with vector operations, such as vector addition, the cross product of two vectors, the dot product of two vectors, and others in detail. Let’s learn about all of them in detail, here in this article.
Table of Content
- Operations on Vectors
- Addition of Vectors
- Triangle Law of Vector Addition
- Parallelogram Law of Vector Addition
- Subtraction of Two Vectors
- Multiplication of Vectors with Scalar
- Product of Two Vectors
- Dot Product Or Scalar Product of Vector
- Vector Product Or Cross Product of Vectors
- Problems on Vector Operations