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A open organ pipe containing air resonates in fundamental mode due to a tuning fork. The measured value of length `l` (in cm) of the pipe and radius `r` (in cm) of the pipe are `l=94.0+-0.1, r=5.0+-0.05`. The velocity of the sound in air is accurately known. The maximum percentage error in the measurement of the frequency of that tuning fork by thus experiment, will be,A. `0.16`B. `0.64`C. `1.2`D. `1.6` |
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Answer» Correct Answer - A `f=v/(2(l+2xx0.6r))=v/(2(l+1/2r)` `:.(/_f)/f=(/_v)/v=(/_(l+1.2r))/((l+1.2r))` Here `(/_v)/v=0` `(/_f)/fxx100=-((/_l+1.2/_))/((l+1.2r))xx100` `=0.16` |
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