Matrices Subtraction
Description of matrices subtraction with examples
We can calculate with matrices, just as we do arithmetic with numbers. We can matrices calculate if we follow the rules for their arithmetic.
Because of this similarity, it is useful to distinguish between numbers and matrices in the way that we write symbols of numbers by lower case letters \((a, b, x, y)\) and matrices by upper case (capital) letters such as\((A, B, X, Y)\).
Subtraction of matrices
For matrices subtraction, the matrices must conform. That is, they both must have the same number of rows and the same number of columns.
The matricesund can be subtracted.
The matrices
und can not be subtracted.
To perform matrix subtraction, the corresponding matrix elements are subtracted.
Example
The result of the subtraction is called the difference matrix. The difference matrix has the same number of rows and columns as matrices A and B.
Matrices Calculation
Matrices Addition
Matrices Subtraction
Matrices Multiplication
Matrices Inverse Cramer method
Matrices Inverse Gauss-Jordan
Matrices and Simultaneous Equations
Matrices and Determinants
Row Operations of Matrices
Matrices and Geometry, Reflection
Matrices and Geometry, Plane Rotation
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