**Text for Educational Website:**The distance between consecutive peaks of a transverse wave is 1.45 m. Eight peaks pass by you in 13.7 seconds.a. How fast is this wave travelling?b. Could this be a sound wave? Explain your reasoning.---**Explanation:**- Distance between peaks (wavelength) = 1.45 meters- Time for 8 peaks to pass = 13.7 seconds**Calculations:**1. **Find the frequency:** - Number of wavelengths (peaks) = 8 - Time = 13.7 seconds - Frequency (f) = Number of peaks / Time = 8 / 13.7 Hz2. **Calculate the speed of the wave:** - Speed (v) = Wavelength (λ) × Frequency (f) - v = 1.45 m × (8 / 13.7) Hz3. **Determine if this could be a sound wave:** - Compare the calculated wave speed with typical sound speeds in various mediums (e.g., air, water, etc.).**Conclusion:**- Based on the speed calculated, analyze whether the wave could realistically be a sound wave, considering standard sound speeds.

f=nT=813.7 s=0.58 Hz Speed of wave v=0.58 Hz1.45 m=0.84 m/s

Answered: The distance between consecutive peaks…

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The distance between consecutive peaks of a transverse wave is 1.45m. Eight peaks pass by you in 13.7s. a. How fast is this wave travelling? b. Could this be a sound wave? Explain your reasoning.