A rock band plays at a 68 dB sound level. How many times greater is the intensity from another rock band play?
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A rock band plays at a 68 dB sound level. How many times greater is the intensity from another rock band playing at 113 dB?
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Answer:
As usual, the distance to the sound source is missing. Doubling the distance means 6 db decrease of sound level. A rock band will never play at a 68 dB maximum sound level. The difference between 113 dB and 68 dB is 113 - 68 = 45 dB. That is a factor of 10^(45/10) = 31622.78 The other rockband is 316223 times louder. If this help. Cheers ebs PS: A decibel value without telling the measured distance is really useless. A jackkhamme has not 110 dB and a rock band has not 113 dB. The closer you go to the noise source the more decibels you will measure.
angelyza... at Yahoo! Answers Visit the source
Other answers
An ordinary conversation is approximately 60dB... and since decibels are on a logarithmic scale, each gain of 10 is twice as loud. So, using 60dB as the benchmark, a reading of 70dB is twice as loud; 80 dB is four times as loud; 90 is 8 times as loud; 100 is 16 times as loud; and 110 is 32 times as loud. As you can see, it's quite a difference.
Bob
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