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91Ó°ÊÓ

Perform the indicated matrix operation. If the matrix doesn’t exist, write impossible.

1208915−11−−30492−6

Short Answer

Expert verified

The final matrix after performing the indicated matrix operation is

1208915−11−−30492−6=1504013−5.

Step by step solution

01

- Define concept of matrix subtraction

If A and B are two matrices of order m×n, then the subtraction of the two matrices will also yield a matrix of order m×n wherein each element is the difference of the corresponding elements.

02

- Subtract corresponding elements

In order to find 1208915−11−−30492−6, subtract corresponding elements of both the matrices.

1208915−11−−30492−6=12−−30−08−49−915−2−11−−6

03

- Simplify the matrix

Further simplify the matrix by subtracting the elements.

1208915−11−−30492−6=12−−30−08−49−915−2−11−−6=1504013−5

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