SUMMARY
A violin string vibrating at a frequency of 880Hz produces sound that travels 332 meters through air at 0 degrees Celsius. The speed of sound in air at this temperature is approximately 332 m/s. To determine the number of vibrations, one must calculate the wavelength using the formula: wavelength = speed/frequency. This results in a wavelength of 0.377 meters, leading to approximately 880 vibrations over the 332-meter distance.
PREREQUISITES
- Understanding of sound wave properties
- Knowledge of frequency and wavelength calculations
- Familiarity with the speed of sound in air at different temperatures
- Basic algebra for solving equations
NEXT STEPS
- Research the formula for calculating wavelength: wavelength = speed/frequency
- Learn about the speed of sound variations with temperature and pressure
- Explore the impact of environmental factors on sound propagation
- Study the relationship between frequency and pitch in musical instruments
USEFUL FOR
Students studying physics, particularly in acoustics, musicians interested in sound behavior, and educators teaching sound wave concepts.