Question

Mention Types of Matrices​

Answer 1

Answer:

• Following are the types of matrices:
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...Square Matrix. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...Square Matrix. ...Zero Matrix. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...Square Matrix. ...Zero Matrix. ...Upper Triangular Matrix. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...Square Matrix. ...Zero Matrix. ...Upper Triangular Matrix. ...Lower Triangular Matrix. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...Square Matrix. ...Zero Matrix. ...Upper Triangular Matrix. ...Lower Triangular Matrix. ...Diagonal Matrix. ...
• Following are the types of matrices:Row Matrix. If a matrix has just one row, we will call it a row matrix. ...Column Matrix. Column matrix is like a row matrix but with some changes. ...Square Matrix. ...Zero Matrix. ...Upper Triangular Matrix. ...Lower Triangular Matrix. ...Diagonal Matrix. ...Scalar Matrix.

Answer 2

Step-by-step explanation:

Matrix Types: Overview

Type of Matrix Details

Skew-Symmetric Matrices A = [aij] where, aij = aji

Hermitian Matrix A = Aθ

Skew – Hermitian Matrix Aθ = -A

Orthogonal Matrix A AT = In = AT A