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As in one wavelength we have two anti-nodes so for 6 wavelengths we will have 12 anti-nodes.
A standing wave with two anti-nodes is known as the second harmonic or first overtone. In this case, the wave has a node at each end with two anti-nodes in between. This pattern represents the fundamental frequency of the vibrating system.
Anti nodes are the points where standing wave have maximum amplitude.
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The number of nodes in a standing wave along a wire depends on the specific mode of vibration. For a given mode, the number of nodes is one less than the number of antinodes. Count the anti-nodes in the figure provided to determine the number of nodes in that specific standing wave.
Nodes are points in a standing wave where the amplitude is always zero, while antinodes are points where the amplitude is maximum. Nodes occur at fixed points of the wave where destructive interference happens, while antinodes occur at points of maximum constructive interference.
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Anti nodes are the points where standing wave have maximum amplitude.
The amplitude of a wave is zero at points where the wave crosses the x-axis or the equilibrium position. This occurs when the wave is at its nodes or anti-nodes, which depend on the type of wave being considered.
The highest points on a standing wave are called antinodes, while the lowest points are called nodes. Antinodes represent the points of maximum displacement in the wave, while nodes represent points of zero displacement.
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