A closed organ pipe of length $l$ is sounded together with another closed organ pipe of length $l + x (x << l)$ both in fundamental mode. If $v$ = speed of sound, the beat frequency heard is
A$\frac{{vx}}{{2{l^2}}}$
B$\frac{{vx}}{{4{l^2}}}$
C$\frac{{v{x^2}}}{{4l}}$
D$\frac{{vx}}{{{l^2}}}$
Medium
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B$\frac{{vx}}{{4{l^2}}}$
b ${{\rm{f}}_{\rm{b}}} = \frac{{\rm{v}}}{{4l}} - \frac{{\rm{v}}}{{4(l + {\rm{x}})}}$
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