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. (Given the following matrices:11 = C*B-3A12 = (B*C)^213 = A.*(C*B)14 = A*C*B15 = A^2-2A+B*C86- 419 7 4A = 40= 629 3119 = adjoint of EII10 = inverse of EB =Perform the following matrix operations and store them in the givenvariables.C = 2Solve for the following given the following matrix.[8 1 61E = 39 -918 7 1116 = 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 11(A)myA_11(E)myadj(A)./det(A)myadi (E)myinv(E)myM 11(E)

We need to write Matlab code for the given scenario. ***As per the guidelines, first 5 subparts are…

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. ( Given the following matrices: A = 11 = C*B-3A 12= (B*C)^2 13= A.*(C*B) 14 = A*C*B 15 A^2-2A+B*C 8 6 4 7 4 B= = 629 3 Perform the following matrix operations and store them in the given variables.

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. ( Given the following matrices: A = 11 = CB-3A 12= (BC)^2 13= A.(CB) 14 = ACB 15 A^2-2A+B*C 8 6 4 7 4 B= = 629 3 Perform the following matrix operations and store them in the given variables.

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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