Ohm's Law relates current, voltage, and resistance; which formula is correct?

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Multiple Choice

Ohm's Law relates current, voltage, and resistance; which formula is correct?

Explanation:
Current is the flow of electric charges, and Ohm’s Law shows how it depends on the driving force and the opposition to flow. The relationship is that the current through a conductor equals the voltage across it divided by the resistance: I = V / R. This means increasing voltage while leaving resistance the same pushes more current, while increasing resistance with the same voltage reduces current. A quick check helps: with a 12-volt supply and a 6-ohm resistor, the current is 12/6 = 2 amperes. If the resistance rises to 12 ohms, the current drops to 1 ampere. The other forms don’t match this direct, inverse relationship or the proper units, so they don’t describe how current actually behaves.

Current is the flow of electric charges, and Ohm’s Law shows how it depends on the driving force and the opposition to flow. The relationship is that the current through a conductor equals the voltage across it divided by the resistance: I = V / R. This means increasing voltage while leaving resistance the same pushes more current, while increasing resistance with the same voltage reduces current.

A quick check helps: with a 12-volt supply and a 6-ohm resistor, the current is 12/6 = 2 amperes. If the resistance rises to 12 ohms, the current drops to 1 ampere. The other forms don’t match this direct, inverse relationship or the proper units, so they don’t describe how current actually behaves.

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