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Answer:

Straight line in a transverse wave represents the mean position of oscillating energy parameter at which the instantaneous amplitude is zero.

Explanation:

  • A transverse wave is one in which the direction of propagation is perpendicular to the direction of oscillating energy vector.
  • The transverse wave having a horizontal straight line represents the line of zero amplitude of oscillation.
  • When in graphical representation the curve intercepts this horizontal line then the amplitude of the oscillation and the phase of the wave becomes whole number multiple of 2π and as we know that the periodic oscillations are represented as a sinusoidal function which leads the amplitude to zero.

In a transverse wave, the straight line depicts the mean position of the oscillating energy parameter at which the instantaneous amplitude is zero.

Transverse Wave

  • A transverse wave is one whose propagation direction is perpendicular to the direction of the oscillating energy vector.
  • The line of zero amplitude of oscillation is represented by a transverse wave with a horizontal straight line.
  • When the curve intercepts this horizontal line in graphical representation, the amplitude of the oscillation and the phase of the wave become whole number multiples of [tex]2[/tex], and periodic oscillations are represented as a sinusoidal function, which leads to zero amplitude.

Find out more information about the wave here:

https://brainly.com/question/3813804?referrer=searchResults

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