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Current divider calculator

Total current
A
R1
Ω
R2
Ω
Current through R1 0.75 A
I₁ = I × R2 ÷ (R1 + R2) — note the swap
Current through R2 0.25 A
R1 share 75 %
R2 share 25 %
Combined resistance 75 Ω
Voltage across the pair 75 V
The opposite resistor goes on top
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320 × 100

Current divides in inverse proportion to resistance: I₁ = I × R2 ÷ (R1 + R2). One amp through a 100 Ω and a 300 Ω branch gives 0.75 A in the 100 Ω branch and 0.25 A in the 300 Ω one — the lower resistance takes the larger share.

How to use the current divider rule

1 Enter the total current entering the parallel pair.
2 Enter both branch resistances.
3 Read each branch current and its percentage share.
4 Note the numerator is the *other* resistor — that is the part people get wrong.

The current divider looks like the voltage divider with the labels swapped, and that swap is exactly where mistakes happen. In a voltage divider the output uses the resistor it is measured across; in a current divider the branch current uses the *opposite* resistor in the numerator. The physical intuition is simple once seen: current takes the easier path, so the smaller resistance carries more. Its most common practical use is a shunt — putting a known low resistance in parallel with a meter movement so that a known fraction of the current bypasses it.

Questions

I₁ = I_total × R2 ÷ (R1 + R2). The opposite resistor appears on top.

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300 × 250
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