What is the formula for voltage in relation to current and resistance?

Study for the Con Edison Basic Electric Test. Prepare with flashcards and multiple choice questions, each question has hints and explanations. Get ready for your exam!

Multiple Choice

What is the formula for voltage in relation to current and resistance?

Explanation:
Voltage is determined by Ohm’s law: the voltage across a conductor equals the current through it times its resistance. So the correct relation is V = IR. This means the voltage you need to push a certain current through a given resistance is the product of that current and the resistance. For example, with 2 amperes flowing through 6 ohms, the voltage across the component is 12 volts (2 × 6 = 12). The other forms don’t fit because they mix up the relationship or use the wrong units. V = I/R would divide current by resistance and wouldn’t give volts. I = VR would multiply voltage by resistance to equal current, which doesn’t match units or the actual relationship. R = VI would multiply voltage by current to give resistance, also incorrect.

Voltage is determined by Ohm’s law: the voltage across a conductor equals the current through it times its resistance. So the correct relation is V = IR. This means the voltage you need to push a certain current through a given resistance is the product of that current and the resistance. For example, with 2 amperes flowing through 6 ohms, the voltage across the component is 12 volts (2 × 6 = 12).

The other forms don’t fit because they mix up the relationship or use the wrong units. V = I/R would divide current by resistance and wouldn’t give volts. I = VR would multiply voltage by resistance to equal current, which doesn’t match units or the actual relationship. R = VI would multiply voltage by current to give resistance, also incorrect.

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