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Vector For Beginners
Rating: 5.0 out of 5(1 rating)
31 students

Vector For Beginners

Vector Definition and notation, vector algebra, law of polygon, resolving a vector, Dot product, Cross product
Created bySaurabh Kumar
Last updated 8/2023
English

What you'll learn

  • Vector definition
  • Vector algebra
  • Triangle law, parallelogram law, polygon law
  • Component of vector
  • Component Method
  • Dot Product and it’s application
  • Cross product and it’s application
  • Problem solving skills

Course content

6 sections44 lectures6h 43m total length
  • Introduction2:02

Requirements

  • No prior knowledge of vectors required. You will learn everything your need.
  • Basic Trigonometry: cos & sin function
  • Basic Geometry: Thale’s Theorem

Description

Physics deals with a great many quantities that have both size and direction, and it needs a special mathematical language—the language of vectors—to describe those quantities. This language is also used in engineering and the other sciences. In this course you will learn  thefollowing

  1. Definition of vectors: Why vector has direction?

  2. Vector notations

  3. Condition for equal vectors

  4. Types of vector

  5. Free vector. Sliding Vector, Bound vector

  6. Vector algebra

  7. Graphical method

  8. Adding/ subtracting vectors using triangle law

  9. Adding/ subtracting vectors using parallelogram law

  10. Adding/ subtracting vectors using polgon law

  11. Limitation Of graphical method

  12. Analytical Method

  13. Adding/ subtracting vectors using cosine law.

  14. Limitation of cosine law.

  15. What is component of a vector? [Resolving a vector]

  16. Writing vector in a component form

  17. Finding magnitude and direction of vector given in component form.

  18. Component method to find resultant

  19. Unit vectors and Vector in three dimension.

  20. Multiplication of vectors.

  21. Scalar multiplied to a vector

  22. Scalar product or Dot product

  23. Application of Dot product

    1. To find angle between two vectors

    2. To prove vectors are perpendicular to each other

    3. To find component of a vector

  24. Cross product

  25. Application of cross product

    1. To prove vectors are parallel

    2. To find area

      We will discuss many problems for better comprehension of the topic.

Who this course is for:

  • Parents whose wards are Students prepping for Indian Engg and Medical entrance Exams
  • Parents whose wards are preparing for class XI/XII
  • Parents whose wards are preparing for various entrance examination
  • Parents whose wards are preparing for various entrance examination like JEE/NEET/ADVANCED