Determinants and matrices are fundamental concepts in linear algebra with widespread applications in mathematics, science, engineering, and economics. They help solve complex problems efficiently through systematic approaches. In this blog, we’ll explore what are the applications of determinants and matrices, both in theory and real-life situations.
Matrices and determinants are powerful tools used in solving systems of linear equations, transformations, and various computational problems. They simplify large data sets and offer solutions through organized representations.
Here’s how these concepts are applied practically:
(Session 2025 - 26)