[" An open pipe is in resonance in "2^(@-1)" harmonic with frequency "f_(1)" .Now one end of the the the closed ind "],[" frequency is increased to "f_(2)" the resonance again occurs in "n=5,f_(2)=3/4f_(1),quad 4,n=5,f_(2)=51+f_(1)],[" 1) "n=3f_(2)=3/4f_(1)]

An open pipe is in resonance in 2nd harmonic with frequency f_(1) . Now one end of the tube is closed and frequency is increased to f_(2) such that the resonance again ocuurs in nth harmonic. Choose the corrct option

An open pipe is in resonance in 2nd harmonic with frequency f_(1) . Now one end of the tube is closed and frequency is increased to f_(2) such that the resonance again ocuurs in nth harmonic. Choose the correct option

An open pipe is in resonance in 2nd harmonic with frequency f_(1) . Now one end of the tube is closed and frequency is increased to f_(2) such that the resonance again ocuurs in nth harmonic. Choose the correct option

An open pipe is in resonance in 2nd harmonic with frequency f_(1) . Now one end of the tube is closed and frequency is increased to f_(2) such that the resonance again ocuurs in nth harmonic. Choose the correct option

An open pipe is in resonance in 2^(nd) harmonic with the frequency f_(1) . Now one end of the tube is closed and frequency is increased to f_(2) such that the resonance again occurs in n^(th) harmonic. Choose the correct option.

An open pipe is resonance is its 2^(nd) harmonic with tuning fork of freqency f_(1) . Now it is closed at one end. If the frequency of the tuning fork is increases slowly from f_(1) , then agaain a resonance is obtained with a_(1) frequency f_(2) . if in this case the pipe vibrates n^(th) harmonics, then

An open pipe is resonance is its 2^(nd) harmonic with tuning fork of freqency f_(1) . Now it is closed at one end. If the frequency of the tuning fork is increases slowly from f_(1) , then agaain a resonance is obtained with a_(1) frequency f_(2) . if in this case the pipe vibrates n^(th) harmonics, then