A capacitor's charge storage capacity is limited by the dielectric strength of the insulating material positioned between its conductive plates.
When the voltage applied across the capacitor reaches a critical threshold, the dielectric material degrades, initiating an electrical discharge. This degradation phenomenon dictates the maximum charge the capacitor can retain.
The interrelation between stored charge \( Q \), capacitance \( C \), and applied voltage \( V \) is defined by the equation:
\[ Q = C \cdot V \]
Consequently, for a specific capacitor, its maximum storable charge is dictated by its capacitance value and the highest voltage it can tolerate before dielectric failure.
What are the charges stored in the \( 1\,\mu\text{F} \) and \( 2\,\mu\text{F} \) capacitors in the circuit once current becomes steady? 