What Is the Period of Middle C on a Piano?

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    Piano Vibration
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SUMMARY

The period of Middle C on a finely tuned piano is calculated using the formula T = 1/f, where f represents the frequency. Given that Middle C vibrates at 262 Hz, the period is determined to be approximately 0.00381 seconds. This calculation is essential for understanding sound wave properties in music theory and acoustics.

PREREQUISITES
  • Understanding of basic wave properties, specifically frequency and period.
  • Familiarity with the formula T = 1/f for calculating wave periods.
  • Knowledge of sound wave behavior in musical instruments.
  • Basic mathematical skills for performing calculations.
NEXT STEPS
  • Research the relationship between frequency and wavelength in sound waves.
  • Explore the physics of sound waves in musical acoustics.
  • Learn about the tuning and frequency of other piano notes.
  • Investigate the impact of string tension and length on pitch in string instruments.
USEFUL FOR

Musicians, music educators, acoustics researchers, and anyone interested in the physics of sound and musical instruments.

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Homework Statement


Middle C on a finely tuned piano vibrates 262 times per second. What is the period of the wave?


Homework Equations


T =1/f




The Attempt at a Solution


Im just really confused.
 
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What are you confused about? 262 vibrations per second is the frequency -- using your equation you can get the period.
 

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