The general formula for the number of decibels corresponding to a change in sound intensity to I₂ relative to the former intensity I, is 3₂-B₁=AB=10 log10 (2) dB. Figure d₂ d₁ 1 of 1 Part B Find the change in intensity level AB of a point source of sound that results from moving the listener initially at a distance d₁ to a distance d₂ from the source (Figure 1). Express the change in intensity level in terms of d₁ and d₂, using log(x) for the logarithm of a base 10. View Available Hint(s) AB= 20log (2) dB Submit Previous Answers ✔Correct Note th The figure shows two men at the distances of d 1 logarithm of a number less than 1 is negative. and d 2 from the sound system. Part C If d₂ is 3.16 times as far away from the source as d₁, by how many decibels will the sound at d₂ be changed relative to that at d₂ ? Give your answer numerically in decibels. AB= -ΓΙΑΣΦ Submit Request Answer [y] ? dB

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The general formula for the number of decibels corresponding
to a change in sound intensity to I₂ relative to the former
intensity I₁ is
3₂ - 8₁ = AB = 10 log₁0 (2) dB.
Figure
d₂
d₁
<
1 of 1
Part B
Find the change in intensity level AB of a point source of sound that results from moving the listener initially at a distance d₁ to a distance d₂ from the
source (Figure 1).
Express the change in intensity level in terms of d₁ and d₂, using log(x) for the logarithm of x base 10.
► View Available Hint(s)
Δβ = 20log
Submit
Part C
d₁
d2
Correct
Note th The figure shows two men at the distances of d 1 logarithm of a number less than 1 is negative.
and d 2 from the sound system.
Δβ =
dB
Submit
Previous Answers
If d₂ is 3.16 times as far away from the source as d₁, by how many decibels will the sound at d2 be changed relative to that at d₁?
Give your answer numerically in decibels.
— ΑΣΦ
Request Answer
dB
Transcribed Image Text:The general formula for the number of decibels corresponding to a change in sound intensity to I₂ relative to the former intensity I₁ is 3₂ - 8₁ = AB = 10 log₁0 (2) dB. Figure d₂ d₁ < 1 of 1 Part B Find the change in intensity level AB of a point source of sound that results from moving the listener initially at a distance d₁ to a distance d₂ from the source (Figure 1). Express the change in intensity level in terms of d₁ and d₂, using log(x) for the logarithm of x base 10. ► View Available Hint(s) Δβ = 20log Submit Part C d₁ d2 Correct Note th The figure shows two men at the distances of d 1 logarithm of a number less than 1 is negative. and d 2 from the sound system. Δβ = dB Submit Previous Answers If d₂ is 3.16 times as far away from the source as d₁, by how many decibels will the sound at d2 be changed relative to that at d₁? Give your answer numerically in decibels. — ΑΣΦ Request Answer dB
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