It seems the circuit diagram is missing from the question.

To determine the charge on a capacitor, we need the actual circuit information, such as:

1. the capacitance value,
2. the battery/emf value,
3. how the capacitor is connected,
4. whether there are resistors and what the steady-state condition is.

Without the circuit, the charge cannot be uniquely calculated from the given text alone.

In general, the charge on a capacitor is found using $Q = CV$ where:

• $Q$ = charge on capacitor,
• $C$ = capacitance,
• $V$ = potential difference across the capacitor.

Since the circuit figure is not provided, none of these can be reliably determined.

Comparison with options

The options are:

• A: $200\,\mu C$
• B: $2\,\mu C$
• C: $10\,\mu C$
• D: $60\,\mu C$

But in the absence of the circuit diagram, there is no valid way to derive one of these from first principles.

Comparison with stored answer

The stored correct answer is A: $200\,\mu C$. Because the actual circuit is missing, I cannot independently verify that result from the information supplied.