The fundamental frequency of an open end pipe is 300 Hz, when air is at a temperature of `27^@C`. If the temperature increases to `29^@C` , then the frequency becomes

Options

A. 299 Hz
B. 300 Hz
C. 301 Hz
D. 302 Hz

Answer

C

Explanation

`(Deltan)/(n) = 1/2 (DeltaT)/(T)`
`=(2)/(2xx300) = 1/300`
`Delta n = 300/300 =1 therefore Delta n= n_2 - n_1 =1`
`n_2 = n_1+1=300+1 = 301Hz`