Types Of Plastic Injection Processes
Inverses of matrices are generally used in linear equation solution systems, especially in linear algebra. Here, we will show you how to calculate the inverse of a matrix in Matlab®.
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The inverse of a matrix is the matrix that when multiplied with itself, gives an identity matrix.
You can take a look at the example above, the second matrix is the inverse matrix of A. Multiplication with A gives the same dimension identity matrix.
>> A = [3 6 3; 6 -5 3; 6 -4 6]; inv(A) ans = 0.1250 0.3333 -0.2292 0.1250 -0.0000 -0.0625 -0.0417 -0.3333 0.3542 >>
It is very basic to calculate the inverse of a matrix in Matlab®. You just need to use the ‘inv()’ command in the command window. As you see in the example above in the MatLab® command window, we created a 3×3 matrix ‘A’ then wrote ‘inv(A)’ then hit the Enter key.
You can see the answer above.
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This article is prepared for completely educative and informative purposes. Images used courtesy of Matlab®
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