In a series circuit, the voltage drop across each component is proportional to its resistance. Which statement expresses this correctly?

Study for the DC Theory LMS Test. Grow your knowledge with flashcards and multiple-choice questions, each detailed with explanations and hints. Ace your exam with confidence!

Multiple Choice

In a series circuit, the voltage drop across each component is proportional to its resistance. Which statement expresses this correctly?

Explanation:
Voltage distribution in a series circuit follows V = I R, so with the same current flowing through every component, the voltage drop across each element scales with its resistance. In series, the current is identical through all components, so a higher resistance yields a larger voltage drop, and a lower resistance yields a smaller one. This is why the statement that the voltage drop is proportional to resistance is the correct one. Why the other ideas don’t fit: the voltage drop is not independent of resistance; it depends on both resistance and the current. The currents in a series circuit are not different from one component to another—they’re the same everywhere. The current through each component is the same as the source current, not different from it.

Voltage distribution in a series circuit follows V = I R, so with the same current flowing through every component, the voltage drop across each element scales with its resistance. In series, the current is identical through all components, so a higher resistance yields a larger voltage drop, and a lower resistance yields a smaller one. This is why the statement that the voltage drop is proportional to resistance is the correct one.

Why the other ideas don’t fit: the voltage drop is not independent of resistance; it depends on both resistance and the current. The currents in a series circuit are not different from one component to another—they’re the same everywhere. The current through each component is the same as the source current, not different from it.

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy