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The adjacent diagram shows three ‘different modes of vibrations P, Q and R of the same string.

(i) Which vibration will produce a louder sound and why? 

(ii) The sound of which string will have maximum shrillness? 

(iii) State the ratio of wavelengths of P and R.

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 (i) The loudness or softness of a sound is determined by the amplitude (or intensity) of the wave. In this case the amplitude of R is greater than the amplitude of other vibration modes. Hence, the vibration R will produce more sound than the other two. Louder sound corresponds to the wave of larger amplitude. 

(ii) Shrillness or Pitch of a note depends on the wavelength or frequency of wave and here the vibration P has m ore frequency than others. If f is the principle frequency, then 

Frequency (P) = 3f 

Frequency (Q) = 2f 

Frequency (R) = f 

Hence P has more shrillness than others. 

(iii) If the frequency of vibration of R = f, frequency of vibration of Q = 2f, and that of P =3f. 

Ratio fP/fR=3/1 

fP:fR=3:1 As f∝1/λ

hence λP/λR=1:3

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