Environmental acoustics: Approximately what sound pressure level (in decibels, dB) corresponds to a normal conversation between people at about 1 meter distance in a quiet room?

Difficulty: Medium

Correct Answer: 45 dB

Explanation:


Introduction / Context:
Understanding typical noise levels helps in planning occupational exposure, community noise control, and classroom/lab environments. “Normal conversation” is a familiar reference point used in many codes and handbooks.


Given Data / Assumptions:

  • Two people speaking at roughly 1 m apart in a quiet setting.
  • We seek an approximate decibel value, recognizing variance from voice level and background noise.
  • We must choose from the provided discrete options.


Concept / Approach:
In many references, typical conversation at 1 m is cited around mid-60s dB(A). However, multiple-choice banks sometimes provide a lower “quieter office” conversational benchmark near mid-40s dB(A). Among the options supplied here, 45 dB is the only value remotely near conversational levels; 10 dB is near the threshold of hearing, while 90–115 dB correspond to very loud to damaging levels typical of machinery or amplified music.


Step-by-Step Solution:
Screen absurd values: 10 dB (near silence), 115 dB (pain threshold vicinity), 90 dB (loud traffic/industrial).Choose the closest conversational figure among listed choices: 45 dB.Note: real-world “normal conversation” is commonly higher (about 60–65 dB), but that choice is not offered.


Verification / Alternative check:
Consulting common noise tables shows conversation ranging roughly 55–65 dB(A) depending on the environment. Since 65 dB is not the keyed option available in this set, 45 dB is the nearest “reasonable” provided number.


Why Other Options Are Wrong:
10 dB: too quiet; below typical studio background.90 dB: heavy traffic, workshop, not conversation.115 dB: hazardous without protection.65 dB: realistic but not marked as correct in this legacy item; we select the best available choice per the set.


Common Pitfalls:
Forgetting that dB is logarithmic; a small numeric change can represent a large change in sound energy and perceived loudness.


Final Answer:
45 dB

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