You are attending a rock concert and you are 40.0 m from the stage, and at this
ID: 1328113 • Letter: Y
Question
You are attending a rock concert and you are 40.0 m from the stage, and at this point the sound intensity level is 114 dB . Sound is detected when a sound wave causes the tympanic membrane (the eardrum) to vibrate . Typically, the diameter of this membrane is about 8.40 mm in humans
Part A
How much energy is transferred to your eardrums each second ?
Part B
How fast would a 2.00 mg fruit fly have to fly to have this much kinetic energy?
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Part C
How fast a typical 2.0 mg fruit fly would have to fly (in mm/s) to have an amount of energy delivered to the eardrum each second when someone whispers (20 dB) a secret in your ear?
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Part D
Compare the fruit fly's speeds found in parts (B) and (C).
Please enter your answer as a number (factor) without the units.
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You are attending a rock concert and you are 40.0 m from the stage, and at this point the sound intensity level is 114 dB . Sound is detected when a sound wave causes the tympanic membrane (the eardrum) to vibrate . Typically, the diameter of this membrane is about 8.40 mm in humans
Part A
How much energy is transferred to your eardrums each second ?
E = JPart B
How fast would a 2.00 mg fruit fly have to fly to have this much kinetic energy?
v = m/sSubmitMy AnswersGive Up
Part C
How fast a typical 2.0 mg fruit fly would have to fly (in mm/s) to have an amount of energy delivered to the eardrum each second when someone whispers (20 dB) a secret in your ear?
v = mm/sSubmitMy AnswersGive Up
Part D
Compare the fruit fly's speeds found in parts (B) and (C).
Please enter your answer as a number (factor) without the units.
v = vSubmitMy AnswersGive Up
Explanation / Answer
Part A
I = (10^-12 W/M^2)*10^(114/10)
I = 0.251188 W/M^2
Then, knowing the intensity per unit area I multiplied the I by the surface area of the eardrum, which is
pi*(0.00420 m)^2* 0.251188 W/m2
E = 13.9 J
Part B
Ke = 0.5*m*v2
Thus I have: v = sqrt(2*(0.0000139203 kgm^2/s^2)/2 *10^-6 kg) v = 3.730 m/s
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