You are given two wind instruments of identical length. One is open at both ends, whereas the other is closed at one end. Which is able to produce

the lowest frequency?

Short Answer

Expert verified

A wind instrument that is closed at one end will produce the lowest frequency

Step by step solution

01

  Frequency for one side closed instrument

Fundamental frequency for one side closed instrument given as

f=v4L

Here f,v,Lrepresents frequency, the velocity of the sound wave, and the length of the instrument

02

Frequency for both sides of the open instrument

Fundamental frequency for two sides opened instrument given as

f=v2L

Heref,v,L represents frequency, the velocity of the sound wave, and the length of the instrument

03

Conclusion

We can see that frequency of one side closed instrument will be the lowest.

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Most popular questions from this chapter

The factor of \({\rm{1}}{{\rm{0}}^{{\rm{ - 12}}}}\)in the range of intensities to which the ear can respond, from threshold to that causing damage after brief exposure, is truly remarkable. If you could measure distances over the same range with a single instrument and the smallest distance you could measure was\(1\;{\rm{mm}}\), what would the largest be?

Based on the graph inFigure\({\bf{17}}.{\bf{36}}\), what is the threshold of hearing

in decibels for frequencies of\({\bf{60}},{\rm{ }}{\bf{400}},{\rm{ }}{\bf{1000}},{\rm{ }}{\bf{4000}},{\rm{ }}{\bf{and}}{\rm{ }}{\bf{15}},{\bf{000}}{\rm{ }}{\bf{Hz}}\)? Note

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Ultrasound reflected from an oncoming bloodstream that is moving at30.0 cm/sis mixed with the original frequency of\({\bf{2}}.{\bf{50}}{\rm{ }}{\bf{MHz}}\)to produce beats. What is the beat frequency? (Assume that the frequency of\({\bf{2}}.{\bf{50}}{\rm{ }}{\bf{MHz}}\)is accurate to seven significant figures.)

What is the minimum speed at which a source must travel toward you for you to be able to hear that its frequency is Doppler shifted? That is, what speed produces a shift of\({\rm{0}}{\rm{.300\% }}\)on a day when the speed of sound is\({\rm{331}}\;{\rm{m/s}}\)?

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