1. Create a function that does not have input and output arguments namedENNUMA1LA2.m that will not display the given matrices but will displaythe answers to the questions below. (10 points)Given the following matrices:11 = C*B-3A12 = (B*C)^213 = A.*(C*B)14 = A*C*B15 = A^2-2A+B*C[7 8 -21A = 4 6 419 7 40= 6²9 312 7Perform the following matrix operations and store them in the givenvariables.[99]C = 2 3[32]119 = adjoint of EII10 = inverse of ESolve for the following given the following matrix.[8 1 6E3 9-9|18 7 1.116 = determinant of E117 = matrix of complementary minors of E118 = matrix of cofactors of EModify the sample code in the next page. Replace the %?????? ?????? usingthe following lines to make the code work. DO NOT MODIFY THE OTHERPORTIONS OF THE CODE.(-1)^(row+col)*M_ij(row,col)det(B)myA_ij(A)myA_11(E)myadj(A)./det(A)myadj (E)myinv (E)myM 11(E)

1. Create a function that does not have input and output arguments named ENNUMA1LA2.m that will not display the given matrices but will display the answers to the questions below. (10 points) Given the following matrices: 11 = C*B-3A 12 = (B*C)^2 13 = A.*(C*B) 14 = A*C*B 15 = A^2-2A+B*C [7 A = 4 6 8 -2] 4 19 7 4 119 = adjoint of E II10 = inverse of E 0 = 629 3 12 7 B = Perform the following matrix operations and store them in the given variables. [9 91 C = 2 3 13 21 Solve for the following given the following matrix. [8 16 E = 3 9-9| 18 7 1 116 = determinant of E 117 = matrix of complementary minors of E 118 = matrix of cofactors of E Modify the sample code in the next page. Replace the %???????????????? using the following lines to make the code work. DO NOT MODIFY THE OTHER PORTIONS OF THE CODE. (-1)^(row+col)*M_ij(row,col) det(B) my 11(A)

1. Create a function that does not have input and output arguments named ENNUMA1LA2.m that will not display the given matrices but will display the answers to the questions below. (10 points) Given the following matrices: 11 = CB-3A 12 = (BC)^2 13 = A.(CB) 14 = ACB 15 = A^2-2A+BC [7 A = 4 6 8 -2] 4 19 7 4 119 = adjoint of E II10 = inverse of E 0 = 629 3 12 7 B = Perform the following matrix operations and store them in the given variables. [9 91 C = 2 3 13 21 Solve for the following given the following matrix. [8 16 E = 3 9-9| 18 7 1 116 = determinant of E 117 = matrix of complementary minors of E 118 = matrix of cofactors of E Modify the sample code in the next page. Replace the %???????????????? using the following lines to make the code work. DO NOT MODIFY THE OTHER PORTIONS OF THE CODE. (-1)^(row+col)M_ij(row,col) det(B) my 11(A)

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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