The distance between the crests of a wave on the water is 0.5 m. The wave ran 20m for 10s.
| September 9, 2021 | education
The distance between the crests of a wave on the water is 0.5 m. The wave ran 20m for 10s. What is the frequency of oscillation in the wave?
These tasks: λ (distance between the crests of the considered wave) = 0.5 m; t (duration of the wave) = 10 s; S (distance traveled by the wave) = 20 m.
The oscillation frequency of the wave in question is determined by the formula: ν = V / λ = (S / t) / λ = S / (t * λ).
Let’s calculate: ν = 20 / (10 * 0.5) = 4 Hz.
Answer: The oscillation frequency of the wave in question is 4 Hz.
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