Tuning fork and its vibrations

Related BrainMass Solutions

• Physics lab experiment on Doppler shift

  Now have someone ring the tuning fork and hold it straight out in his or her outstretched arm.

• General questions: Six questions to learn concepts

  You hold a tuning fork in front of you in a stationary position. Another tuning work of the same frequency is moving toward you at a fair speed.

• Frequency of a string

  When a guitar string is sounded along with a 440Hz tuning fork, a frequency of 5 Hz is heard. When the same string is sounded along with 436 Hz tuning fork, the beat frequency is 9 Hz. What is the frequency of the string?

• Calculate the wavelength of the sound from a tuning fork

  87578 Calculate the wavelength of the sound from a tuning fork Calculate the wavelength of the sound from a tuning fork. See attached file for full problem description. Please see the attached file.

• Standing waves on string and pipe

  As the insert is slowly pulled out, the sound from the tuning fork creates standing waves in the tube when the total length is 42.5 cm, 56.7 cm, and 70.9 cm. Part A : What is the frequency of the tuning fork?

• Physics: Tuning fork, harmonics, transverse waves on a string

  400087 Physics: Tuning fork, harmonics, transverse waves on a string 1. A tuning fork is sounded above a (narrow) resonating tube as in lab.

• Nine review problems: Force, energy, motion, frequency, amplitude, harmonic motion, oscillation, speed, tuning fork, beat frequency

  As it does so, the air in the tube above the water level is heard to resonate with the tuning fork when the distance from the tube opening to the water level is 0.125 m and again at 0.395 m. What is the frequency of the tuning fork? 9.

• Physics: Calculate the frequency of a guitar string.

  When a guitar string is sounded along with a 440 Hz tuning fork, a beat frequency of 5Hz is heard. When the same string is sounded along with a 436 Hz tuning fork, the beat frequency is 9 Hz. What is the frequency of the string?

• Mathematics - Calculus - Application of Derivatives

  218662 Application of Derivatives The prong of a tuning fork moves back and forth when it is set into vibration. The distance the prong moves between its extreme positions is 2.22 mm.