V_1' = \frac{Q_1'}{C_1} &= V_2' = \frac{Q_2'}{C_2} \\
Q_2' &= Q_1'\frac{C_2}{C_1} \\
Q_1' + Q_1'\frac{C_2}{C_1} &= Q_t \\
- Q_1' &= \frac{Q_t}{1+\frac{C_2}{C_1}} = \ans{750.0\U{$\mu$C} \\
+ Q_1' &= \frac{Q_t}{1+\frac{C_2}{C_1}} = \ans{750.0\U{$\mu$C}} \\
Q_2' &= Q_1'\frac{C_2}{C_1}
= \frac{Q_t}{\frac{C_1}{C_2} + 1} = \ans{250.0\U{$\mu$C}}
+\end{align}
\end{solution}
pair M = (a+b)/2;
pair P = b + (0,d);
-Vector Ia = CurrentWire(a, phi=90, "$I_1$");
+Vector Ia = Current(a, phi=90, "$I_1$");
Ia.draw();
-Vector Ib = CurrentWire(b, phi=90, "$I_2$");
+Vector Ib = Current(b, phi=90, "$I_2$");
Ib.draw();
Distance ab = Distance(a, b, "$d$", offset=18pt);
ab.draw();
real d = 2cm;
-Vector Ill = CurrentWire((0,0), phi=-90, "$B$");
+Vector Ill = Current((0,0), phi=-90, "$B$");
Ill.draw();
-Vector Ilr = CurrentWire((d,0), phi=90, "$D$");
+Vector Ilr = Current((d,0), phi=90, "$D$");
Ilr.draw();
-Vector Iul = CurrentWire((0,d), phi=-90, "$A$");
+Vector Iul = Current((0,d), phi=-90, "$A$");
Iul.draw();
-Vector Iur = CurrentWire((d,d), phi=90, "$C$");
+Vector Iur = Current((d,d), phi=90, "$C$");
Iur.draw();
Distance dx = Distance((0,0), (d,0), "$l$", offset=18pt);
draw_ijhat(0.8*low*(-1,-1));
-Vector Ix = CurrentWire((-low, 0), (high+low)+12pt, dir=0, "$5.00\U{A}$");
+Vector Ix = Current((-low, 0), (high+low)+12pt, dir=0, "$5.00\U{A}$");
Ix.draw();
-Vector Iy = CurrentWire((0, -low), (high+low), dir=90, "$3.00\U{A}$");
+Vector Iy = Current((0, -low), (high+low), dir=90, "$3.00\U{A}$");
Iy.draw();
pair P = (0.4d, 0.3d);