1. The vibrating segment of a string playing a B note (247 Hz) is 75.0 cm long and under a tension of 150 N. (Hint: tension is a force!} (a) What tension would be required to produce a high C (523 Hz)? (b) How long should the segment be if the same string is to produce a G note (196 Hz)?
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- 7) A string is tied at both ends. The linear density of the string is 9.2 gr/m. The length of the string is 120 cm. The speed of the wave is 42 m/sec. A standing wave is produced with an amplitude of 4 cm. The pattern produced is a 5th harmonic. a) What is the tension on the string? b) What is the amplitude of the traveling wave? c) What is the angular frequency of the wave? d) What is the wavelength of the wave pattern? e) What is the frequency of the wave pattern? f) At what distances are the nodes located? g) At what distances are the antinodes located? h) What is the constant of propagation? i) Write a function to describe the wave pattern5. A guitar string with a linear density of 2.4g/m is stretched between supports that are 60cm apart.The string makes a standing wave pattern with three anti-nodes at a frequency of 440Hz. (a) What is thetension in the string? (b) What id the frequency of the fifth harmonic?PLEASE HELP!!!
- The G string on a guitar is a 0.46 mm diameter steel string with a linear density of 1.3 g/m. When the string is properly tuned to 196 Hz, the wave speed of the string is 250 m/s. Tuning is done by slowly tightening the string, and stretching it in the process. By how many mm does a 75 cm-long G string stretch when it is first tuned? [Hint: Look up relevant properties of steel as needed.]Please help. Thank you The longest "string" (a thick metal wire) on a particular piano is 2.00 m long and has a tension of 375 N. It vibrates with a fundamental frequency of 27.5 Hz. What is the total mass of the wire?5) What tension is needed to make a 1.2m long string resonate at its fourth harmonic with a frequency of 240Hz? The linear density of the string is 1.55 g/m .