Respuesta :
Answer:
C. A tuning fork is over a column of air that is 9/2 the wavelength of the wave produced by the tuning fork.
Explanation:
As we know that the frequency in the air column is given by
[tex]f = \frac{v}{\almbda}[/tex]
now we know that the length of air column is L then at the condition of resonance we have
[tex]N\frac{\lambda}{2} = L[/tex]
so here at the condition of resonance the length will be integral multiple of half of the wavelength.
So here for N = 9 we have
[tex]L = \frac{9}{2}\lambda[/tex]
so here correct answer will be
C. A tuning fork is over a column of air that is 9/2 the wavelength of the wave produced by the tuning fork.
Option C describes a condition in which resonance can occur. A tuning fork is over a column of air that is 9/2 the wavelength of the wave produced by the tuning fork.
What is resonance frequency?
Mechanical systems and charged particles all have a frequency that they vibrate at. This frequency is referred to as the resonance frequency or natural frequency.
When a light or sound wave impacts an item that is already vibrating at a specific frequency, and that frequency happens to match the resonant frequency of the thing being struck, you get resonance.
A tuning fork is over a column of air that is 9/2 the wavelength of the wave produced by the tuning fork.
Hence option C describes a condition in which resonance can occur.
To learn more about the resonance frequency refer to the link;
https://brainly.com/question/14464561