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Vector Calculus for Engineers

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Coursera

This course on Vector Calculus for Engineers teaches Vector Calculus for Engineers fundamentals through 2 interactive modules. If you are , then this course is for you. You can access this course on web and mobile, it’s available in language.

#1

See all ranking

Vector Calculus for Engineers

by

Coursera

This course on Vector Calculus for Engineers teaches Vector Calculus for Engineers fundamentals through 2 interactive modules. If you are , then this course is for you. You can access this course on web and mobile. This complete course is available in language.

#1

See all ranking

2 Modules

with Certifications

30+ Hours

of Recorded Content

4.8 Rated

by 40388 Learners

Language

2 Modules

with Certifications

30 + Hours

of Recorded Content

4.8 Rated

by 40388Learners

Read all Reviews

Language

What's in it for You?

Key Features:

Learn new concepts from professionals in the field.
Acquire a basic understanding of a topic or skill
Gain practical project experience to enhance employability.
Obtain a career certificate that can be shared.

Topics you will learn

  • Vectors
    • 15 videos
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
      14. Matrix Addition and Multiplication
      15. Matrix Determinants and Inverses
    • 28 readings
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
      14. Matrix Addition and Multiplication
      15. Matrix Determinants and Inverses
      16. The Levi-Civita Symbol and the Cross Product
      17. Kronecker-Delta Identities
      18. Levi-Civita and Kronecker-Delta Identities
      19. Optional Parentheses
      20. Scalar Triple Product with any Two Vectors Equal
      21. Swapping the Position of the Operators
      22. Scalar Triple Product of the Unit Vectors
      23. Jacobi Identity
      24. Scalar Quadruple Product
      25. Lagrange's Identity in Three Dimensions
      26. Vector Quadruple Product
      27. Examples of Scalar and Vector Fields
    • 6 quizzes
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
    • 2 plugins
      1. Course Overview
      2. Week One Introduction
  • Differentiation
    • 15 videos
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
    • 28 readings
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
      14. Matrix Addition and Multiplication
      15. Matrix Determinants and Inverses
    • 6 quizzes
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
  • Integration and Curvilinear Coordinates
    • 15 videos
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
    • 28 readings
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
      14. Matrix Addition and Multiplication
      15. Matrix Determinants and Inverses
      16. The Levi-Civita Symbol and the Cross Product
      17. Kronecker-Delta Identities
      18. Levi-Civita and Kronecker-Delta Identities
      19. Optional Parentheses
      20. Scalar Triple Product with any Two Vectors Equal
      21. Swapping the Position of the Operators
      22. Scalar Triple Product of the Unit Vectors
      23. Jacobi Identity
    • 6 quizzes
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
  • Line and Surface Integrals
    • 15 videos
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
    • 28 readings
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
    • 6 quizzes
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
  • Fundamental Theorems
    • 15 videos
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
    • 28 readings
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3
      6. Cross Product | Lecture 4
      7. Analytic Geometry of Lines | Lecture 5
      8. Analytic Geometry of Planes | Lecture 6
      9. Kronecker Delta and Levi-Civita Symbol | Lecture 7
      10. Vector Identities | Lecture 8
      11. Scalar Triple Product | Lecture 9
      12. Vector Triple Product | Lecture 10
      13. Scalar and Vector Fields | Lecture 11
      14. Matrix Addition and Multiplication
      15. Matrix Determinants and Inverses
      16. The Levi-Civita Symbol and the Cross Product
      17. Kronecker-Delta Identities
      18. Levi-Civita and Kronecker-Delta Identities
      19. Optional Parentheses
      20. Scalar Triple Product with any Two Vectors Equal
      21. Swapping the Position of the Operators
    • 6 quizzes
      1. Course Overview
      2. Week One Introduction
      3. Vectors | Lecture 1
      4. Cartesian Coordinates | Lecture 2
      5. Dot Product | Lecture 3

Course Offerings

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FAQ's

  • When will I have access to the lectures and assignments?
    Access to lectures and assignments depends on your type of enrollment. If you take a course in audit mode, you will be able to see most course materials for free. To access graded assignments and to earn a Certificate, you will need to purchase the Certificate experience, during or after your audit. If you don't see the audit option: The course may not offer an audit option. You can try a Free Trial instead, or apply for Financial Aid.The course may offer 'Full Course, No Certificate' instead. This option lets you see all course materials, submit required assessments, and get a final grade. This also means that you will not be able to purchase a Certificate experience.
  • What will I get if I subscribe to this Specialization?
    When you enroll in the course, you get access to all of the courses in the Specialization, and you earn a certificate when you complete the work. Your electronic Certificate will be added to your Accomplishments page - from there, you can print your Certificate or add it to your LinkedIn profile. If you only want to read and view the course content, you can audit the course for free.
  • What is the refund policy?
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  • Is financial aid available?
    Yes. In select learning programs, you can apply for financial aid or a scholarship if you can’t afford the enrollment fee. If fin aid or scholarship is available for your learning program selection, you’ll find a link to apply on the description page.
The course focuses on Vector Calculus for Engineers. It covers fundamentals through 2 interactive modules designed for s.
The course offers over 30 hours of recorded content.

Yes, upon completing the course, you will receive a certification

The course is currently available in .
Curious Mind to learn new concepts & Strong internet connection

The course is accessible on both web and mobile platforms.

The original price of the course is ₹, but it’s currently available at a discounted price of ₹.
To purchase this course you can click on the Enroll Now button it will redirect you to course page, and on that page you can buy Vector Calculus for Engineers course.

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