The fundamental frequency of a stringed instrument corresponds to a wavelength equal to one-half the length of the string.
True
False
distance between two successive nodes is half of the wavelength
in case of fundamental frequency, wavelength is equal to the twice the length
so
false
The fundamental frequency of a stringed instrument corresponds to a wavelength equal to one-half the length...
008 10.0 points A stringed instrument has a maximum string length of 0.4 m and is tuned so that a wave travels along the string at 120 m/s. What is the string's fundamental frequency at this length and wave speed? Answer in units of Hz.
A string on a stringed instrument has a length of 1.5m and a mass of 5g. The string is held taut by being pegged down at each end. The tension in the string is 200N. What would the second harmonic frequency be? Please include all equations used and units.
For a stringed instrument, the tension on each string must be roughly the same to avoid warping. Suppose each string on an acoustic guitar has a tension of 79 N and is 64 cm long. The steel core of the string has a density of 7970 kg/m3. If the wavelength on a string is twice its length, then what is the linear density for the low E string (f = 82.4 Hz)? Answer=7.10e-03 kg/m What is the string's diameter? Traditionally,...
A steel violin string vibrates at a fundamental frequency of 440 Hz. The length of the string, which is half a wave length of the fundamental mode, is 0.33 m and the mass of the string is 0.36x10-3 kg. The velocity of transverse waves = ______m/s
Music Class
QUESTION 9 The rebec is O a a stringed instrument O b.a violin Oc. a chordophone O d.a flute or trumpet Oe some of the above QUESTION 10 To play the Theremin you wave your hands through the air ike a magic wand. O a True Ob. False QUESTION 11 The shofar, a ritual instrument of the ancient and modern Hebrews, is the only Hebrew cultural instrument to have survived until now Oa. True O b. False
The fundamental frequency on a guitar can be increased by Select one: a. increasing the length of the string. b. plucking the string with more intensity. c. changing the number of strings. d. decreasing the velocity of the wave.
A cellist tunes the C-string of her instrument to a fundamental frequency of 65.4 Hz . The vibrating portion of the string is 0.600 m long and has a mass of 14.7 g . What percentage increase in tension is needed to increase the frequency from 65.4 Hz to 73.4 Hz , corresponding to a rise in pitch from C to D?
The fundamental frequency of a guitar string is 356 Hz. What is the fundamental frequency if the tension in the string is reduced by half?
The fundamental frequency of a guitar string is 388 Hz. What is the fundamental frequency if the tension in the string is reduced by half?
2. A string vibrates with a certain fundamental (n 1) frequency. Which action will increase the frequency of the fundamental the most: a) cutting the length by one- half, b) reducing its mass by two-thirds, or c) doubling the tension? 3. In the experiment, how is the tension in the string determined?