Use the following information for determining sound intensity. The number of decibels B of a sound with an intensity of I watts per square meter is given by B = 10 log(I/Io), where Io is an intensity of 10-12 watt per square meter, corresponding roughly to the faintest sound that can be heard by the human ear. Find the number of decibels B of the sound. I = 10-10 watt per m2 (quiet room) (a) B = dB (b) I = 10-5 watt per m2 (busy street corner) dB (c) I = 10-8 watt per m2 (quiet radio) dB

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Chapter1: Units, Trigonometry. And Vectors
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Use the following information for determining sound intensity. The number of decibels ß of a sound with an intensity of I watts per square meter is given by B = 10 log(I/Io), where Io is an intensity of
watt per square meter, corresponding roughly to the faintest sound that can be heard by the human ear. Find the number of decibels ß of the sound.
10-12
(a)
I = 10-10 watt per m2 (quiet room)
B =
dB
(b)
I = 10-5 watt per m2 (busy street corner)
B =
dB
(c)
I = 10-8 watt per m2 (quiet radio)
B =
dB
(d)
I = 100 watt per m2 (threshold of pain)
B =
dB
Transcribed Image Text:Use the following information for determining sound intensity. The number of decibels ß of a sound with an intensity of I watts per square meter is given by B = 10 log(I/Io), where Io is an intensity of watt per square meter, corresponding roughly to the faintest sound that can be heard by the human ear. Find the number of decibels ß of the sound. 10-12 (a) I = 10-10 watt per m2 (quiet room) B = dB (b) I = 10-5 watt per m2 (busy street corner) B = dB (c) I = 10-8 watt per m2 (quiet radio) B = dB (d) I = 100 watt per m2 (threshold of pain) B = dB
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