When temperature of air is `20^(@)C` a tuning fork sounded over the open end of an air column produces 4 beats per second, the tuning fork given a lower note. If the frequency of tuning fork is 34 Hz, then find how many beats will be produced by the tuning fork if temperature falls to `5^(@)C`?
A
2 beat/s
B
4 beat/s
C
1 beat/s
D
3 beat/s
Text Solution
Verified by Experts
The correct Answer is:
D
Let beat produced at `5^(@)C=b` Frequency of air column at `20^(@)C=34+4` Frequency of air column at `5^(@)C=34+b` Ratio of velocity of sound at temperature `20^(@)C` and `5^(@)C` `(v_(20^(@)))/(v_(5^(@)))=sqrt(((273+20)/(273+5))) rArr(34+4)/(34+b)=sqrt(((293)/(278)))` `" "b=3bat//s`
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