The term "matrix" refers to a rectangular arrangement of m and n elements where the arrangement is made up of m rows and n columns contained in square brackets.
Few types of matrices are–
Column Matrix
A column matrix is a matrix with just one column. In general, we may state that the number of rows in the column matrix is 0, but the number of columns is 1.
Row Matrix
A row matrix is a matrix with just one row. In the row matrix, there are typically 1 row and 0 columns.
Square Matrix
A square matrix is one that has the same number of rows and columns as rows. If a matrix is m*n in size, then m=n is always present in the square matrix.
Diagonal Matrix
A matrix that solely contains elements in diagonal positions is referred to as a diagonal matrix.
Zero Matrix
A matrix having a Zero on all the positions then It is called a Zero Matrix.
Scalar Matrix
A diagonal Matrix having the same elements on diagonal Position Then It is called as a Scalar Matrix.
Identity Matrix
In the Square Matrix, Elements which are halted on diagonal positions are 1 and rest elements are 0 called an Identity Matrix.
