This question is based upon the idea of equivalent capacitance between series and parallel combinations of capacitors.

Calculate the equivalent capacitance for the first arm, then calculate the equivalent capacitance for both parallel capacitors for both arms.

Capacitor refers to the device that stores energy from the electric field. Capacitance refers to the property of capacitors that store the charge. Farad is its unit.

A capacitor with equivalent capacitance can be used to represent two or more capacitors in an electrical circuit. This is how the equivalent capacitance can look like:

[katex]\frac{1}{{{C_{{\rm{eq}}}}}} = \frac{1}{{{C_1}}} + {\frac{1}{C}_2} + …\frac{1}{{{C_{\rm{n}}}}}[/katex]

A capacitor with equivalent capacitance can be used to represent two or more capacitors in an electrical circuit. This is how you can represent the equivalent capacitance.

[katex]{C_{{\rm{eq}}}} = {C_1} + {C_2} + {C_3}{\rm{ }}… + {C_{\rm{n}}}[/katex]