Description:

A Vector Space is a mathematical structure formed by a collection of vectors, which are objects that can be added together and scaled (multiplied) by numbers, called scalars. This course explores the properties and applications of vector spaces in various fields of mathematics and physics.

Key Highlights:

• Properties of vector spaces
• Vector addition and scalar multiplication
• Basis and dimension of vector spaces

What you will learn:

• Understanding Vector Operations
  Learn how to add and multiply vectors to perform operations in vector spaces.
• Exploring Linear Independence
  Discover the concept of basis and dimension to study linear independence of vectors.
• Applications in Mathematics and Physics
  Explore how vector spaces are applied in various mathematical and physical contexts.