the speed of waves travelling along a wire under tension is 450ms-1. if the wire is fixed at ends 0.75m apart, what is the lowest standing wave-frequency that can be heard? (in Hz)
please explain you answer as much as possible...got my final exam in 2 weeks..
the correct answer is 300Hz
:D thanks!!..:)
please explain you answer as much as possible...got my final exam in 2 weeks..
the correct answer is 300Hz
:D thanks!!..:)
-
lowest standing wave frequency = fundamental frequency = first harmonic
second lowest wave frequency = 2nd harmonic ( or the first overtone)
anyway,
formula
f = nv/2l
(where n = harmonic number = 1 ( fundamental ) v = velocity, and l = length
so f = 450 / (2*0.75) = 300 Hz
also remember that wavelength (lambda) = 2L / n
n= harmonic number, L = length
second lowest wave frequency = 2nd harmonic ( or the first overtone)
anyway,
formula
f = nv/2l
(where n = harmonic number = 1 ( fundamental ) v = velocity, and l = length
so f = 450 / (2*0.75) = 300 Hz
also remember that wavelength (lambda) = 2L / n
n= harmonic number, L = length