Final answer:
The wave with a frequency of 17 Hz and a wavelength of 5 meters will travel at a speed of 85 meters per second, as determined by the product of frequency and wavelength.
Step-by-step explanation:
To calculate the speed at which a wave travels, we use the basic wave speed formula, which is wave speed = frequency × wavelength. In this case, the wave has a frequency (f) of 17 Hz and a wavelength (λ) of 5 meters.
By multiplying the frequency by the wavelength, we get the wave speed (v):
v = f × λ
v = 17 Hz × 5 m
v = 85 m/s
Therefore, the wave will travel at a speed of 85 meters per second.
As an example related to wave speed, the maximum wavelength (λmax) given by a minimum frequency of 20 Hz and a speed of 348.7 m/s is 17.43 meters. This demonstrates how wavelength and frequency are inversely related for a given speed.