Question
The intensity level of a sound is reported in unit decibel(dB). how does IL change if we increase a sound intensity by a factor of 10?
a)remains the same
b) increases by 1dB to 2dB
c)it increases by 2dB to 20dB
d)it increases by 20dB to 200dB
e) it decreases
equations...
IL=10(log I- logIo)
I am very confused as to how to go about solving this problem...any help would be greatly appreciated.
a)remains the same
b) increases by 1dB to 2dB
c)it increases by 2dB to 20dB
d)it increases by 20dB to 200dB
e) it decreases
equations...
IL=10(log I- logIo)
I am very confused as to how to go about solving this problem...any help would be greatly appreciated.
Answers
"None of the above" should be a choice
The sound intensity (power/area) increases by a factor of 10 whenever the I.L. increases by 10 dB
The sound intensity (power/area) increases by a factor of 10 whenever the I.L. increases by 10 dB
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