The matrix A and the vector bare given below and. Perform the indicated operation below, and...

 

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The matrix A and the vector bare given below and. Perform the indicated operation below, and select the correct outcome with entries rounded to the nearest tenth. (Note: for any row vector x=[a b c], the column vector x denotes its transpose (and, vice versa). Furthermore, I denotes the identity matrix; and for any invertible matrix M. its transpose is denoted by MT and its inverse is denoted by M): Operation: (-A) (I+A)-1 b A= 131 251 314 1 322 b= 2 The matrix A and the vector bare given below and. Perform the indicated operation below, and select the correct outcome with entries rounded to the nearest tenth. (Note: for any row vector x=[a b c], the column vector x denotes its transpose (and, vice versa). Furthermore, I denotes the identity matrix; and for any invertible matrix M. its transpose is denoted by MT and its inverse is denoted by M): Operation: (-A) (I+A)-1 b A= 131 251 314 1 322 b= 2