The loudness of a diesel truck in decibels when the diesel truck is travelling at 40 miles per hour, 50 feet away, intensity 10 times that of a passenger car travelling 50 miles per hour, 50 feet away, whose loudness is 70 decibel and loudness L ( x ) is given by L ( x ) = 10 log x I 0 , where x is the intensity of sound measured in watts per square meter and I 0 = 10 − 12 watt per square meter is the least intense sound that human ear can detect.
The loudness of a diesel truck in decibels when the diesel truck is travelling at 40 miles per hour, 50 feet away, intensity 10 times that of a passenger car travelling 50 miles per hour, 50 feet away, whose loudness is 70 decibel and loudness L ( x ) is given by L ( x ) = 10 log x I 0 , where x is the intensity of sound measured in watts per square meter and I 0 = 10 − 12 watt per square meter is the least intense sound that human ear can detect.
Solution Summary: The author determines the loudness of a diesel truck in decibels when the truck is travelling at 40 miles per hour, 50 feet away.
The loudness of a diesel truck in decibels when the diesel truck is travelling at 40 miles per hour, 50 feet away, intensity 10 times that of a passenger car travelling 50 miles per hour, 50 feet away, whose loudness is 70 decibel and loudness L(x) is given by L(x)=10logxI0, where x is the intensity of sound measured in watts per square meter and I0=10−12 watt per square meter is the least intense sound that human ear can detect.
how do we type in ln2/ln(1.18) in our calculator? My hw suggests that the only correct answer is 4.19 but i can notcome up with the answer no matter how many other different formulas i put in my calculator
Question 10
Calculate the decibels associated with normal conversation if the
intensity is / = 1 x 10-6W/m².
A
60 dB
B
10 dB
6 dB
D
16 dB
measured in cycles per second. As the frequency is increased, the eye initially perceives a series of flashes of light, then a coarse flicker,
a fine flicker, and ultimately a steady light. The frequency at which the flickering disappears is called the fusion frequency. The table
below shows the results of an experiment in which the fusion frequency
F was measured as a function of the light intensity
1.
I 0.8 1.9 4.4 10 21.4 48.4 92.5218.7 437.3 980
F 8 12.1 15.2 18.5 21.7 25.3 28.3 31.9 35.2 38.2
(a) Find a logarithmic model (e.g.
F = a In(I) + b ) for the data using the first and last data points in the table. (Round constants to two decimal places)
F =
(b) How well does the model in part (a) agree with the actual fusion frequency observed at intensity 437.3?
The model predicts a frequency of
as compared to the observed frequency of
(c) How well does the model in part (a) agree with the observed intensity when determining a fusion frequency of 25.3?
The model predicts an intensity of…
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