What is equivalent capacitance of the circuit between points A and B? 
Step 1: The given network is an infinite ladder of capacitors with repeating sections.
Step 2: Let the equivalent capacitance between A and B be C.
Step 3: Due to self-similarity, removing the first section leaves the same equivalent capacitance C.
Step 4: Writing the equivalent capacitance equation and solving the resulting quadratic gives: C = (1+√(3))μF
What are the charges stored in the \( 1\,\mu\text{F} \) and \( 2\,\mu\text{F} \) capacitors in the circuit once current becomes steady? 