Mathematics - Matrices

Course Feature

Cost

Free
Provider

Udemy
Certificate

No Information
Language

English
Start Date

2020-12-13
Learners

No Information
Duration

No Information
Instructor

Deepali Manoj Jori

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4.7

817 Ratings

This course on Mathematics - Matrices is perfect for learners who wish to pursue a degree in science or engineering. It covers a wide range of topics, from the introduction of m X n matrices to the application of matrix inversion methods. The course is organized into various sections, each with its own video explanation. It covers topics such as various types of matrices, equality, addition, subtraction, scalar multiplication, multiplication of matrices, transpose of a matrix, singular and non-singular matrices, cofactor matrix and adjoint of a matrix, and inverse of a square matrix. With plenty of solved examples, this course is sure to help learners gain a better understanding of matrices.

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Course Overview

❗The content presented here is sourced directly from Udemy platform. For comprehensive course details, including enrollment information, simply click on the 'Go to class' link on our website.

Updated in [August 31st, 2023]

Skills and Knowledge:
Through this course, learners will acquire knowledge and skills in the following areas:
1. Introduction to m X n matrices and their generalized definition.
2. Understanding of various types of matrices, such as rectangular, column, row, square, diagonal, identity, scalar, and null matrices.
3. Ability to perform operations such as equality, addition, subtraction, and scalar multiplication on matrices.
4. Understanding of matrix multiplication and its necessary conditions.
5. Knowledge of transpose of a matrix and its various notations.
6. Understanding of singular and non-singular matrices.
7. Knowledge of cofactor matrix and adjoint of a matrix.
8. Ability to calculate inverse of a square matrix using adjoint method.
9. Understanding of the application of matrices in solving simultaneous equations using matrix inversion method.
10. Knowledge of the differences between matrices and determinants.

Professional Growth:
This course contributes to professional growth by providing a comprehensive understanding of matrices and their applications. It covers topics such as the introduction of m X n matrices, various types of matrices, equality, addition, subtraction, scalar multiplication, multiplication, transpose, singular and non-singular matrices, cofactor matrix, adjoint of a matrix, inverse of a square matrix, and the application of matrices to solve simultaneous equations. This course provides a strong foundation for those wishing to pursue a degree in science or engineering, as well as those who wish to gain a better understanding of mathematics. Additionally, the course provides plenty of solved examples to help learners understand the concepts more easily.

Further Education:
This course on Matrices is suitable for preparing for further education, especially for those who wish to pursue a degree in science or engineering. The course covers various topics related to matrices, including different types of matrices, matrix operations, transpose, singular and non-singular matrices, inverse of a matrix, and applications of matrices. The course also includes plenty of solved examples to help learners understand the concepts better.

Course Syllabus

Matrices-I

Matrices-II

Matrices-III

Matrices-IV

Matrices-V

Matrices-VI (Application of Matrix)

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