The fundamental frequency of a string fixed at both ends is 316 hz. how long does it take for a wave to travel the length of this string?

asked Aug 20, 2020 46.4k views

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Answer:

0.001582278481 s

Step-by-step explanation:

F=316 Hz

$t = (L)/(v) \\v = 2*L*F\\t = (L)/(2*L*F) \\t = (1)/(2*1*F) \\t = (1)/(2*316) \\\\t= 0.001582278481 s$

I hope this helps! Have a good day.

Okyanet answered Aug 27, 2020

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