For a sound with intensity I (in watts per square meter), the loudness L(1) of the sound (in decibels) is given by the function L(1) = 10 log- where l, is the intensity of a barely audible sound (about 10-12 watts per square meter). An artist in a recording studio turns up the volume of a track so that the intensity of the sound triples. By how many decibels does the loudness increase (numerical value)? A. 4.711 B. 4.771 C.4.171 D.4.177

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter10: Exponential And Logarithmic Functions
Section10.CR: Review Problem Set
Problem 62CR
Question
For a sound with intensity I (in watts per square meter), the loudness L(1) of the sound (in decibels) is given
by the function
L(1) = 10 log7
where l, is the intensity of a barely audible sound (about 10-12 watts per square meter). An artist in a
recording studio turns up the volume of a track so that the intensity of the sound triples.
By how many decibels does the loudness increase (numerical value)?
D.4.177
A. 4.711
B. 4.771
C.4.171
Transcribed Image Text:For a sound with intensity I (in watts per square meter), the loudness L(1) of the sound (in decibels) is given by the function L(1) = 10 log7 where l, is the intensity of a barely audible sound (about 10-12 watts per square meter). An artist in a recording studio turns up the volume of a track so that the intensity of the sound triples. By how many decibels does the loudness increase (numerical value)? D.4.177 A. 4.711 B. 4.771 C.4.171
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