Ohm's law relates voltage, current, and resistance. Which equation expresses Ohm's law?

Prepare for the NCCER Electrical Level 2 Control Systems and Fundamental Concepts exam. Utilize flashcards and multiple choice questions with hints and explanations. Ensure success on your exam!

Multiple Choice

Ohm's law relates voltage, current, and resistance. Which equation expresses Ohm's law?

Explanation:
Ohm's law shows how voltage, current, and resistance are connected: the voltage across a conductor equals the current flowing through it times its resistance. The best way to express this relationship is V = I × R. This form directly ties the three quantities together and lets you solve for any one if you know the other two. For example, with a known voltage and resistance, current is I = V / R; with a known current and resistance, voltage is V = I × R; with a known voltage and current, resistance is R = V / I. A related but different concept is power, given by P = V × I, which describes electrical power, not the fundamental voltage–current–resistance relationship. The other forms—I = V × R and V = R ÷ I—don’t match the units and definitions of current and resistance, so they don’t describe Ohm’s law correctly.

Ohm's law shows how voltage, current, and resistance are connected: the voltage across a conductor equals the current flowing through it times its resistance. The best way to express this relationship is V = I × R. This form directly ties the three quantities together and lets you solve for any one if you know the other two. For example, with a known voltage and resistance, current is I = V / R; with a known current and resistance, voltage is V = I × R; with a known voltage and current, resistance is R = V / I. A related but different concept is power, given by P = V × I, which describes electrical power, not the fundamental voltage–current–resistance relationship. The other forms—I = V × R and V = R ÷ I—don’t match the units and definitions of current and resistance, so they don’t describe Ohm’s law correctly.

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