Series & Parallel Resistor Calculator
This calculator computes equivalent resistance for any resistor network: series sum R = R1+R2, parallel product-over-sum, plus total current and power per resistor.
Figures are estimates from this calculator’s standard formula — adjust the inputs in the tool below for your exact number.
How the Series & Parallel Calculator Works
Calculates total resistance for resistors in series (add values) or parallel (add reciprocals). Also shows current and power distribution across each resistor. Worked example: 1 kohm and 2 kohm in parallel give R = (1000x2000)/(1000+2000) = 666.7 ohm; the same pair in series gives 3 kohm. At 9 V the parallel pair draws 13.5 mA. For three or more parallel resistors keep adding conductances: 1k, 2k, and 4k in parallel settle at 571.4 ohm because 1/Rt = 0.001 + 0.0005 + 0.00025 - always below the smallest branch.
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Step 1
Select connection type (series or parallel)
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Step 2
Enter the supply voltage
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Step 3
Add resistor values one by one
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Step 4
View total resistance and individual results
Use Cases
Designing voltage dividers and current sharing
Creating custom resistance values
Analyzing existing circuit networks
Teaching basic circuit theory
Tips
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Series: same current, voltage divides proportionally
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Parallel: same voltage, current divides inversely
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Total parallel resistance is always less than smallest resistor
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Use 1% resistors for precision voltage dividers
Common Mistakes
Using series formula for parallel circuits
Forgetting that parallel resistance is less than any single resistor
Not checking individual resistor power ratings
Mixing series and parallel formulas in complex networks
FAQs
Why use series resistors?
Why use parallel resistors?
How do I analyze a circuit with both series and parallel?
How do I calculate two resistors in parallel?
Why is parallel resistance always lower than the smallest resistor?
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