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Consider two pipes of the same length. One pipe is open on both ends and the other pipe is only open on one end (closed on the other end). A sound wave is directed down each pipe (same velocity).

How much greater is the $n$th resonant frequency in the open-open pipe than the $n$th resonant frequency in the open-closed pipe?

A

$\cfrac { 2n }{ 2n-1 }$

B

$2$

C

$\cfrac { 2n }{ 2n+1 }$

D

$\cfrac { nv }{ (n-1)L }$

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