Answer:
v = 640L, where L is the length of the string.
Explanation:
We need the length of the string in order to find the velocity of the waves.
Let us denote the length of the string as 'L'.
If the waves are propagating in the fundamental frequency, then
[tex]f_1 = \frac{v}{2L}\\v = 2(320)L = 640L[/tex]
Answer:
V = 640L m/s
Explanation:
The formula for calculating the fundamental frequency of wave in strings is expressed as:
Fo = V/2L where
V is the velocity of the wave
L is the length of the string
Given the fundamental frequency Fo = 320Hz
From the equation above:
V = Fo2L
V = 320(2L)
V = 640L m/s
This value of the velocity varies with the length of the string
