A musician in a concert hall is tuning her wind instrument. When she plays a short…

A musician in a concert hall is tuning her wind instrument. When
she plays a short note she hears the echo of the note return from
the opposite side of the 50.0 meter long auditorium 0.294 seconds
later. Model the instrument as a tube closed at one end, if the
instrument is properly tuned the note of the musician played would
have a frequency of 233.082 Hz, but instead has a frequency of
226.513 Hz. This note is the first overtone, since the fundamental
frequency is suppressed on this instrument. 1) What is the speed of
sound in the concert hall on that day? 2) What is the temperature
of the concert hall on that day in Kelvin? 3) What is the length of
the tubing on the musician’s instrument in meters? 4) How much does
the musician need to change the length of the tubing to be in tune
on that day? Does the tube need to be shortened or lengthened? Find
the change in length of the tube, and make sure to use a negative
number if the tube needs to be shorter. ( answer in meters.) 5)
What is the fundamental frequency of this instrument when correctly
tuned? 6) What is the second overtone of the correctly tuned
instrument?

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