    \begin{exercice*}
        Sur le graphique suivant, on a représenté des points et le cercle de centre l'origine et de rayon 2. Donner le module et un argument de leurs affixes.
        %        \begin{texgraph}[file,call,export=tkz,name={\pathtexgraphfig/mental-module-argument}]
            %            Cmd
            %            Fenetre(-3+3*i, 3-3*i, 1.25*(1+i));
            %                Marges(0.5, 0.5, 0.5, 0.5);
            %
            %            Var
            %                A = 1+i;
            %                B = 2;
            %                C = opp(2)-2*i;
            %                D = 2*exp(i*(2*pi/3));
            %                E = opp(2.5*i);
            %                F = -1;
            %                G = 2*exp(i*opp(pi/6));
            %
            %            Cmd [Color:=16776960];
            %            Graph objet2 = Grille(0,.5*(1+i));
            %            Cmd [Color:=0];
            %            Graph objet1 = Axes(0,1+i,2+2*i);
            %            Cmd [tMin:=-5,tMax:=5,DotScale:=2*(1+i),DotStyle:=4, DotAngle:=45];
            %            Graph LabA = LabelDot(A,"$A$","NO",1);
            %            Cmd [tMin:=-3,tMax:=3];
            %            Graph LabB = LabelDot(B,"$B$","NE",1);
            %            Graph LabC = LabelDot(C,"$C$","S",1);
            %            Graph Cercle3 = Cercle(0,2);
            %            Graph LabD = LabelDot(D,"$D$","N",1);
            %            Graph LabE = LabelDot(E,"$E$","SE",1);
            %            Graph LabF = LabelDot(F,"$F$","NO",1);
            %            Graph LabG = LabelDot(G,"$G$","SE",1);
        %        \end{texgraph}
        \input{\pathtexgraphfig/mental-module-argument.tkz}
    \end{exercice*}

