Matrix Algebra for Engineers

Matrix Algebra for Engineers

Matrix Algebra for Engineers This course is part of Mathematics for Engineers Specialization Taught in English 22 languages available Some content may not be translated Instructor: Jeffrey R. Chasnov Top Instructor Enroll for Free Starts Mar 23 Financial aid available 93,596 already enrolled Included with • Learn more Course Gain insight into a topic and

Description

Matrix algebra is a fundamental mathematical tool that engineers use to solve complex problems in various engineering disciplines. From structural analysis to signal processing, matrix algebra plays a crucial role in modeling and solving engineering problems efficiently.

In engineering, matrices are used to represent and manipulate data sets, equations, and systems of equations. A matrix is a rectangular array of numbers arranged in rows and columns. Each element in a matrix is denoted by a row and column index and can be a real number, complex number, or even a variable. Matrices are used to represent physical quantities such as forces, displacements, voltages, currents, and more.

One of the key operations in matrix algebra is matrix multiplication. When multiplying two matrices, the number of columns in the first matrix must be equal to the number of rows in the second

Matrix Algebra for Engineers

This course is part of Mathematics for Engineers Specialization

Taught in English

Some content may not be translated

Jeffrey R. Chasnov

Instructor: Jeffrey R. Chasnov

Top Instructor

93,596 already enrolled

Included with Coursera Plus

Course

Gain insight into a topic and learn the fundamentals

4.9

(4,197 reviews)

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96%

Beginner level
No prior experience required
19 hours (approximately)
Flexible schedule
Learn at your own pace

What you’ll learn

  • Matrices

  • Systems of Linear Equations

  • Vector Spaces

  • Eigenvalues and eigenvectors

Details to know

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Assessments

21 quizzes

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