The sum of the e.m.f’s in a closed circuit equals the sum of the potential differences
This is a consequence of conservation of energy
Below is a circuit explaining Kirchhoff’s second law with the sum of the voltages in the closed series circuit equal to the sum of the e.m.f’s:
The sum of the voltages are equal to the sum of the e.m.f from the batteries
In a series circuit, the voltage is split across all components depending on their resistance
The sum of the voltages is equal to the total e.m.f of the power supply
In a parallel circuit, the voltage is the same across each closed loop
The sum of the voltages in each closed circuit loop is equal to the total e.m.f of the power supply:
A closed circuit loop acts as its own independent series circuit and each one separates at a junction. A parallel circuit is made up of two or more of these loops
Each circuit loops acts as a separate, independent series circuit
This makes parallel circuits incredibly useful for home wiring systems: a single power source supplies all lights and appliances with the same voltage
If one light breaks, voltage and current can still flow through for the rest of the lights and appliances