How does the frequency, oscillation period and wavelength change during the transition of sound from

How does the frequency, oscillation period and wavelength change during the transition of sound from air to steel? The speed of sound in steel is 5000 m / s

The frequency and period of the oscillations remain unchanged.

The wavelength λ is determined by the formula:

λ = V / f, where V is the speed of sound, f is the frequency.

The speed of sound in the air is 330 m / s.

For the same frequency, we obtain the wavelengths in air and in steel:

λw = Vw / f;

λst = Vst / f;

λst = (Vst / f) / (Vw / f) = Vst / Vw = (5000 m / s) / (330 m / s) = 15.15.

Answer. When sound passes from air to steel, its wavelength increases 15.15 times.