Resistors in both series and parallel calculations have been some challenges which many people especially students face in their academic course.

In this post, I approached and solved a problem on resistors connected in both series and parallel network. The solved problem could be similarly or familiar to what you have ever come across. It could be useful for learning how to solve such problem(s) likewise.

Resistors in both series and parallel network combination connections can be broken up into smaller parts that are either one or the other.

*The circuit below shows how resistors could be in combination of both series and parallel connection
*

**Example**

Find the equivalent resistance and the total current, in the network above. If *R _{1}=1Ω, R_{2}=2Ω, *and

*R*and

_{3}=2Ω*100V*Pd is across the circuit.

**Solution:**

*The successful ways of resistors in both series and parallel calculations.
*

Take the steps below to solve this problem.

- First of all, solve for the parallel connections

- Make this be in series with
*R*_{1}

- Solve this as series now

Total current in the circuit: According to Ohm’s law

**READ ALSO THESE**

Resistors in Series Calculations / Resistors in Parallel Calculations / Resistors and Types of Resistors / Ohm’s Law and its Limitations / How to Measure Resistor’s Value using Multimeter / Determining Unknown Resistors Values / How to Read Resistor Colour Codes