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Given M, find M^-1 and show that M^-1 M=I. M=[ -1 0 8 1 ] Find M^-1. M^-1=[ ] Find the value in the first row and first column of the product M^-1 M using matrix multiplication. Select the correct expression below and fill in the answer box to complete your selection. A. (8 * 0)+(1 * 1)= [ ] (Simplify your answer.) B. (-1 * 0)+(0 * 1)= [ ] (Simplify your answer.) C. (8 * -1)+(1 * 8)= [ ] (Simplify your answer.) D. (-1 * -1)+(0 * 8)= [ ] (Simplify your answer.) Find the value in the first row and second column of the product M^-1 M using matrix multiplication. Select the correct expression below and fill in the answer box to complete your selection. A. (-1 * -1)+(0 * 8)= [ ] (Simplify your answer.) B. (8 * -1)+(1 * 8)= [ ] (Simplify your answer.) C. (8 * 0)+(1 * 1)= [ ] (Simplify your answer.) D. (-1 * 0)+(0 * 1)= [ ] (Simplify your answer.) Find the value in the second row and first column of the product M^-1 M using matrix multiplication. Select the correct expression below and fill in the answer box to complete your selection. A. (8 * -1)+(1 * 8)= [ ] (Simplify your answer.) B. (-1 * -1)+(0 * 8)= [ ] (Simplify your answer.) C. (8 * 0)+(1 * 1)= [ ] (Simplify your answer.) D. (-1 * 0)+(0 * 1)= [ ] (Simplify your answer.) Find the value in the second row and second column of the product M^-1 M using matrix multiplication. Select the correct expression below and fill in the answer box to complete your selection. A. (-1 * -1)+(0 * 8)= [ ] (Simplify your answer.) B. (8,-1)+(1,8)= [ ] (Simplify your answer.) C. (-1,0)+(0,1)= [ ] (Simplify your answer.) D. (8 * 0)+(1 * 1)= [ ] (Simplify your answer.) [ ]