Basic hardware check: When measuring a typical internal PC speaker with an ohmmeter (disconnected from the circuit), which resistance value is most appropriate to expect?

Difficulty: Easy

Correct Answer: 16 Ohms

Explanation:


Introduction / Context:
Technicians sometimes verify small speakers with a multimeter to ensure the voice coil is intact. The reading provides a quick check before deeper audio troubleshooting.



Given Data / Assumptions:

  • The internal PC speaker or small transducer is disconnected prior to measurement.
  • We expect a finite, low DC resistance for a good voice coil.
  • Nominal impedances for small speakers are typically 4, 8, or 16 ohms (AC impedance at audio frequencies), with DC resistance somewhat lower but in the same range.


Concept / Approach:

A healthy dynamic speaker presents a small, nonzero resistance when measured with DC. Although its rated impedance is specified at AC, the DC resistance is typically a bit less than that rating. Among the choices, 16 ohms is the only reasonable finite value in the expected range. Values like a negative resistance, “Q Ohms,” or infinite (open circuit) would indicate measurement error or a blown coil.



Step-by-Step Solution:

Disconnect the speaker to avoid parallel circuit paths.Measure resistance across the terminals with the ohmmeter.Interpret a finite low reading near the rated impedance as good; choose 16 ohms from the options provided.


Verification / Alternative check:

An audio test with a function generator or motherboard beep confirms operation; an open coil reads very high resistance and produces no sound.



Why Other Options Are Wrong:

  • Q Ohms: Nonsensical value.
  • -200 Ohms: Negative resistance is not applicable here.
  • Unlimited Ohms: Indicates an open, failed coil.
  • None of the above: Incorrect because 16 ohms is plausible and correct among the options.


Common Pitfalls:

Measuring in-circuit leading to misleading values; confusing rated impedance with DC resistance; not disconnecting power before testing.



Final Answer:

16 Ohms

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