Question

​A string is 6 m long and vibrates with a fundamental frequency of 2000 Hz. If...

​A string is 6 m long and vibrates with a fundamental frequency of 2000 Hz. If you fret down 1/3 ​of the way what is the new fundamental frequency? ​

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A string of a violin vibrates in its fundamental mode of one loop with frequency of...
A string of a violin vibrates in its fundamental mode of one loop with frequency of 100 Hz. What will be the frequency of the wave that will produce a three-loop pattern on the same string?
#1 If the fundamental frequency of an 76 cm long guitar string is 460 Hz, what...
#1 If the fundamental frequency of an 76 cm long guitar string is 460 Hz, what is the speed of the traveling waves? #2: You have an organ pipe that resonates at frequencies of 800, 1120, and 1440 Hz but nothing between these. It may resonate at lower and higher frequencies as well. What is the fundamental frequency for this pipe?
A typical steel B-string in a guitar resonates in its fundamental frequency at 240 Hz. The...
A typical steel B-string in a guitar resonates in its fundamental frequency at 240 Hz. The length of the string is 0.600 m. What is the wave velocity in the string? The tension in the above string is 81.2 N. Calculate the mass of a 4 m long piece of the steel string.   What is the wavelength of the third harmonic of the guitar string described above?
A stretched wire vibrates in its fundamental mode at a frequency of 236 vibrations/s. What would...
A stretched wire vibrates in its fundamental mode at a frequency of 236 vibrations/s. What would be the fundamental frequency if the wire were half as long, with twice the diameter and 2.1 times the tension? Answer in units of Hz.
A 2-meter long wire vibrates with a frequency of 365 Hz when the tension is 500...
A 2-meter long wire vibrates with a frequency of 365 Hz when the tension is 500 N. What is the frequency if the tension on the wire is 200 N? [ Answer: frequency = ______ Hz; Round off answer and it must be a whole number]
A student uses a 2.00-m-long steel string with a diameter of 0.90 mm for a standing...
A student uses a 2.00-m-long steel string with a diameter of 0.90 mm for a standing wave experiment. The tension on the string is tweaked so that the second harmonic of this string vibrates at 29.0 Hz . (ρsteel=7.8⋅10^3 kg/m^3) If you wanted to increase the first harmonic frequency by 60 % , what would be the tension in the string?
a) Strings on a full-scale violin are 32 centimeters long. The third harmonic of the fourth...
a) Strings on a full-scale violin are 32 centimeters long. The third harmonic of the fourth string vibrates at a frequency of 1320 Hz. What is the wavelength of the vibration of the string in this third-harmonic mode? (Hint: draw a sketch) b) What is the fundamental frequency of this tone? Show your work c) What is the speed of a wave on this string? Show your work d) The violinist firmly places a finger on the string 1/3 of...
A 2.0-m-long string vibrates at its second-harmonic frequency with a maximum amplitude of 1.3 cm ....
A 2.0-m-long string vibrates at its second-harmonic frequency with a maximum amplitude of 1.3 cm . One end of the string is at x =0cm Find the oscillation amplitude at x =10cm. Find the oscillation amplitude at x =20cm. Find the oscillation amplitude at x =30cm. Find the oscillation amplitude at x =40cm. Find the oscillation amplitude at x =50cm
A student uses a 2.00-m-long steel string with a diameter of 0.90 mm for a standing...
A student uses a 2.00-m-long steel string with a diameter of 0.90 mm for a standing wave experiment. The tension on the string is tweaked so that the second harmonic of this string vibrates at 22.0 Hz . (ρsteel=7.8⋅103 kg/m3) Calculate the tension the string is under. Calculate the first harmonic frequency for this sting. If you wanted to increase the first harmonic frequency by 44 % , what would be the tension in the string?
Standing waves on a 1.5-meter long string that is fixed at both ends are seen at...
Standing waves on a 1.5-meter long string that is fixed at both ends are seen at successive (that is, modes m and m + 1) frequencies of 38 Hz and 42 Hz respectively. The tension in the string is 720 N. What is the fundamental frequency of the standing wave? Hint: recall that every harmonic frequency of a standing wave is a multiple of the fundamental frequency. What is the speed of the wave in the string? What is the...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT