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) myA_11(A) myA_11(E) myadj(A)./det(A) myadj (E) myinv(E) myM 11(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) myA_11(A) myA_11(E) myadj(A)./det(A) myadj (E) myinv(E) myM 11(E)
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
Related questions
Question
Kindly do this in MATLAB please.
Transcribed Image Text: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)
myA_ij(A)
myA_ij(E)
myadj(A)./det(A)
myadj (E)
myinv (E)
myM_11(E)
![function ENNUMA1LA2
%Honor Pledge......
A = %????????
B = %??????????
C = %???????
I1 = %?????
12 = %?????
13 %?????
14 = %?????
I5 = %??????
E = %?????????
end
end
OL
APP
~~
end
end
end
a
M_ij = zeros(n);
for row = 1:n
NVIVIN
........
~~
M
PP
II6= det (E)
II7 = %?????
II8 = %??????
II9 %??????
II10 = %????
end
function M_ij = myM_ij(A)
%solves for the complementary minors of a square matrix A
n = length(A);
NAP.
M_ij = myM_ij(A);
for row = 1:n
...
MAN
????
for col= 1:n
B = A;
B(row, :) = [];
B(:,col)=[];
M_ij (row, col) = %????
function A ij = myA_ij(A)
%solves for the cofactors of a square matrix A
n = length(A);
A ij
zeros (n);
for col = 1:n
end
????;
A_ij (row, col) = %?????
????;
function adj_A = myadj(A)
%solves for the adjoint of a square matrix A
adj_A = %????????????????;
end
function inv_A = myinv(A)
%solves for the inverse of a square matrix A
inv_A = %????????????????;
end](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2a8fcd58-6a4a-406e-8f39-9e6b187955fc%2Fb2557fe0-eb60-4d60-a14f-852e4e8fcba3%2Fvdgaol.png&w=3840&q=75)
Transcribed Image Text:function ENNUMA1LA2
%Honor Pledge......
A = %????????
B = %??????????
C = %???????
I1 = %?????
12 = %?????
13 %?????
14 = %?????
I5 = %??????
E = %?????????
end
end
OL
APP
~~
end
end
end
a
M_ij = zeros(n);
for row = 1:n
NVIVIN
........
~~
M
PP
II6= det (E)
II7 = %?????
II8 = %??????
II9 %??????
II10 = %????
end
function M_ij = myM_ij(A)
%solves for the complementary minors of a square matrix A
n = length(A);
NAP.
M_ij = myM_ij(A);
for row = 1:n
...
MAN
????
for col= 1:n
B = A;
B(row, :) = [];
B(:,col)=[];
M_ij (row, col) = %????
function A ij = myA_ij(A)
%solves for the cofactors of a square matrix A
n = length(A);
A ij
zeros (n);
for col = 1:n
end
????;
A_ij (row, col) = %?????
????;
function adj_A = myadj(A)
%solves for the adjoint of a square matrix A
adj_A = %????????????????;
end
function inv_A = myinv(A)
%solves for the inverse of a square matrix A
inv_A = %????????????????;
end
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