Waves
If two adjacent resonant frequencies are and for a string which is stretched to a length of what is the lowest resonant frequency?
Consider a wire with length and mass which is under a tension of What are the lowest and the third lowest frequency for a standing wave on the wire?
Consider two identical sinusoidal waves with the same wavelength and amplitude traveling in opposite directions along a string with a speed of If the time interval between adjacent instants when the string is flat is what is the wavelength of the waves?
If a string with length mass and tension is oscillating, approximately what are the longest possible wavelength and frequency for a standing wave?
Suppose that a string, two ends of which is fixed at a distance of has a linear density of and is under a tension of If the string is oscillating in a standing wave pattern, as shown in the above figure, what is the approximate frequency of the traveling waves?