Александр Ответ. R=(2*E)/J; R=2*r+R1+R2+(R3*R4)/(R3+R4); (R3*R4)/(R3+R4)=(2*E)/J-2*r-R1-R2; 1/R3+1/R4=1/((2*E)/J-2*r-R1-R2); 1/R4=1/((2*E)/J-2*r-R1-R2)-1/R3; E=12; r=0,2; J=2; R1=2,9; R2=1,6; R3=6;