📄 matrix.m
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a=[1 2 3;2 0 3;1 2 0] %%creating matrix%%
b=[2 2 3;2 2 3;2 2 3]
c=a+b %%adding matrix%%
sum(a) %%adding elements of columns%%
sum(b')' %%adding elements of rows%%
d=b-a %%substracting matrix %%
h(1,1)=1 %%creating (h) as identity matrix%%
h(2,2)=1
h(3,3)=1
t=c'*d' %%multiplying transpose of matrix%%
%% creating matrix with the help of zeros and ones %%
g=zeros(3,4)
j=2*ones(2,4)
k=trace(a) %%adding the diagonals of matrix%%
f=det(a)%%calculating determinant of matrix %%
l=eye(3) %%identity matrix%%
a1=inv(a)%%calculating inverse of matrix%%
v=diag(a)%%display the diagonal contents%%
%%calculating inverse of matrix with help of operator%%
a3=a^(-1) %%inverse of a%%
a2=eye(3,3)/a %%inverse of a%%
sq=a2^2 %%square of matrix%%
%%solving algebraic equations with help of matrices%%
%%solving 2x+y=1;x+y=0%%
p=[2 1;1 1]
r=[1;0]
q=p\r %%x=1 y=-1%%
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