A sine wave is travelling in a medium. A particular particle has zero displacement at a certain instant. The particle closest to it having zero displacement is at a distance
A sine waves has both maxima and a minima and the particle displacement has phase difference
of
radians. Therefore, on similar grounds we can make a claim that If a particle displacement x
is zero at a given point in time, the particle is closest to having a zero displacement is at a distance
equal to ![]()
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