In a parallel circuit, each component (like a lamp) is connected across the same two points, so every lamp gets the full supply voltage. Think of it as a group of roads branching from a main highway – each road starts and ends at the same two points, so traffic (current) can flow independently on each road. 🚗💡
Ohm’s law: \$V = IR\$
Total resistance in parallel: \$\displaystyle \frac{1}{R{\text{total}}} = \frac{1}{R1} + \frac{1}{R_2} + \dots\$
Current through one lamp: \$I{\text{lamp}} = \frac{V{\text{supply}}}{R_{\text{lamp}}}\$
| Feature | Series | Parallel |
|---|---|---|
| Voltage across each lamp | Divides – each lamp gets less than the supply | Same as supply – each lamp gets full voltage |
| Current through each lamp | Same current flows through all lamps | Each lamp draws its own current |
| Effect of a lamp burning out | All lamps go out (open circuit) | Only that lamp goes out; others keep working |
Picture a city street with streetlights. In a parallel layout, each streetlight is wired directly to the power source. If one light fails, the others stay lit, keeping the street safe. In a series layout, all lights would be on a single line; if one fails, the whole line goes dark – not ideal for safety or convenience. 🚦
Exam Tip: When asked to explain the advantages of parallel wiring, highlight consistent voltage, independent operation, and safety. Use the streetlight analogy to show real‑world relevance. Remember to mention that the total resistance is lower in parallel, which allows more current to flow for the same supply voltage. 📘