Course Solutions Uncategorized (Solved) : Gauss Jordan Method M N Size J 1 M 1 Z 2 M J 1 0 End End J 1 M End End J M 1 2 1 1 1 End E Q37428909 . . . .

(Solved) : Gauss Jordan Method M N Size J 1 M 1 Z 2 M J 1 0 End End J 1 M End End J M 1 2 1 1 1 End E Q37428909 . . . .

 

i need explanation for each line and thank you
% Gauss-Jordan method [m, n]-size (a): for j-1:m-1 for z-2:m if a (j,1)0 end end for i-j+1:m end end for j-m:-1:2 for i*)-1:-% Gauss-Jordan method [m, n]-size (a): for j-1:m-1 for z-2:m if a (j,1)0 end end for i-j+1:m end end for j-m:-1:2 for i*)-1:-1:1 end end for s=1:m x (s)-a(s,n); end disp(‘Guass-Jordan method: ‘ Show transcribed image text

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