The distance between the two consecutive nodes or anti-nodes is the same or equal to

A. Half of the wavelength
B. Double of the wavelength
C. Full the wavelength
D. Three times the wavelength

A. Half of the wavelength (λ/2)

The distance between two consecutive nodes or anti-nodes in a standing wave is:

A. Half of the wavelength (λ/2)

Here’s why:

  • A node is a point in a standing wave where the medium experiences minimal displacement (movement).
  • An antinode is a point where the medium experiences maximum displacement.
  • In a standing wave, these points alternate regularly.

The distance between a node and the next anti-node (or vice versa) is exactly half the wavelength (λ/2). This is because one full cycle of the wave (from peak to trough and back to peak) corresponds to the wavelength.

The other options are not correct:

  • B. Double of the wavelength: This would be the distance between two consecutive antinodes, which is a full wavelength (λ).
  • C. Full wavelength: This is the distance between two consecutive peaks (antinodes).
  • D. Three times the wavelength: This is not a typical distance between nodes or antinodes in a standing wave.
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