Question #180921

A student carrying an experiment discovered that it took 2 seconds for a sound wave traveling through a telephone line to cover a distance d meters and 20 seconds for the same sound traveling through air to cover a similar distance. Determine the ratio of speed of sound in air to that in the wire


1
Expert's answer
2021-04-19T07:24:39-0400

By definition, the speed of sound in the wire:


vw=d2sv_w = \dfrac{d}{2s}

The speed of sound in air:


va=d20sv_a = \dfrac{d}{20s}

Their ratio is:


vavw=d2s20sd=220=110=0.1\dfrac{v_a}{v_w} = \dfrac{d\cdot 2s}{20s\cdot d} = \dfrac{2}{20} = \dfrac{1}{10} = 0.1

Answer. 0.1.


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