Please Note: It may not always be possible to include the necessary special characters, superscripts, subscripts, etc. in e-mail responses to this group of exercises. We suggest that you discuss this matter with your professor/class and decide upon a system for indicating such characters. You may cut/paste some characters and/or Greek letters from Microsoft Word, using the Insert menu. Alternatively, we suggest that you agree upon abbreviations for or spell out symbols, Greek letters, or characters and indicate superscripts and subscripts by using "sup", "sub", or up/down carats.

Determine the following:

1			Amplitude of the waves Need a Hint?
2			Frequency of the waves Need a Hint?
3			Wavelength of the waves Need a Hint?
4			Speed of propagation of the waves Need a Hint?
5			Number of waves which pass the buoy in 1.00 h Need a Hint?
6			Maximum vertical speed of the buoy Need a Hint?
7			Maximum vertical acceleration the buoy Need a Hint?

A traveling transverse wave is described by

8			Wave number Need a Hint?
9			Wavelength Need a Hint?
10			Angular frequency Need a Hint?
11			Wave frequency Need a Hint?
12			Wave velocity Need a Hint?
13			Period of the wave Need a Hint?
14			Amplitude of the wave Need a Hint?
15			Direction the wave is traveling Need a Hint?
16			Transverse displacement of the medium at x = 20.0 m at t = 10.0 s Need a Hint?
17			Maximum transverse speed of a particle in the medium which is 20.0 m from the source at the time t = 10.0 s. Need a Hint?
18			Maximum transverse acceleration of a particle in the medium which is 20.0 m from the source at the time t = 10.0 s. Need a Hint?

A string on an instrument is 1.00 m long, has a mass of 2.00 x 10^-2 kg, and is vibrating in the second harmonic with a frequency of 300 Hz.

19			Linear mass density of the string Need a Hint?
20			Wavelength in the string Need a Hint?
21			Speed of propagation of transverse waves in the string Need a Hint?
22			Tension in the string Need a Hint?
23			Tension in the string that would cause it to vibrate in the fundamental mode with a frequency of 300 Hz Need a Hint?