Definition of deference Matrix
Definition of deference Matrix
Square Matrix: A matrix which has
equal number of rows and columns is called Square Matrix.
ex:
 |
| Square Matrix |
Identity Matrix: A matrix which
all elements are zero and main diagonal is equal to “1” is called Identity Matrix. Its also called
unit matrix.
ex:
 |
| Identity Matrix |
Diagonal matrix: A square matrix
which all elements are zero except main diagonal is called Diagonal matrix.
ex:
 |
| Diagonal Matrix |
Singular Matrix: The value of the
determinant of a matrix is equal to zero of a matrix is called Singular matrix.
ex: |
| Singular MAtrix |
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