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Application of Inverse Matrices

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In many real-world situations, including those involving college-level mathematics

and beyond, inverse matrices are used. Systems of linear equations can be

effectively solved by using inverse matrices. If you have an equation system of the

type Ax = b, where A is a square matrix, x is a vector of unknowns, and b is a

constant vector, you can solve for x by computing the inverse of matrix A,

multiplying it by vector b, and then solving for x using the formula x = A(-1) * b.

Fig: 1