CHAPTER 7
Matrices
CHAPTER AT A GLANCE
Definition
Any rectangular arrangement of numbers (real or complex) (or of real-valued or complex-valued expressions) is called a matrix. If a matrix has m rows and n columns then the order of the matrix is written as m × n and we call it as order m by n.
The general m × n matrix is:
where aij denote the element of ith row and jth column. The above matrix is usually denoted as [aij]m × n.
Notes:
- The elements a11, a22, a33, … are called as diagonal elements. Their sum is called trace of A denoted as tr(A)
- Capital letters of English alphabets are used to denote matrices.
- Order of a matrix: If ...
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