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{:(,"Column I",,"Column II"),((A),"For a...

`{:(,"Column I",,"Column II"),((A),"For a stationary wave",(p),"Vibrations are perpendicular to direction to wave propagation"),((B),"For a longitudinal wave",(q),"Amplitude of vibrations changes with time"),((C),"For a transverse wave",(r),"Amplitude of vibration does not change with time"),((D),"For a progressive wave",(s),"Vibrations are along the direction of wave propagation"),(,,(t),"Nodes and antinoes are formed"):}`

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The correct Answer is:
To solve the problem of matching the items in Column I with those in Column II, we need to analyze each statement in Column I and determine which statements in Column II are applicable to them. ### Step-by-Step Solution: 1. **For a stationary wave (A)**: - **Vibrations are perpendicular to direction of wave propagation (p)**: This is incorrect. In a stationary wave, the wave does not propagate, so there is no direction of propagation. - **Amplitude of vibrations changes with time (q)**: This is incorrect. In a stationary wave, the amplitude is fixed at each point and does not change with time. - **Amplitude of vibration does not change with time (r)**: This is correct. The amplitude remains constant at each point in a stationary wave. - **Vibrations are along the direction of wave propagation (s)**: This is incorrect. Again, since the wave is stationary, there is no direction of propagation. - **Nodes and antinodes are formed (t)**: This is correct. Stationary waves have fixed points (nodes) where there is no displacement and points of maximum displacement (antinodes). **Matching for A**: R, T 2. **For a longitudinal wave (B)**: - **Vibrations are perpendicular to direction of wave propagation (p)**: This is incorrect. In a longitudinal wave, the vibrations are parallel to the direction of wave propagation. - **Amplitude of vibrations changes with time (q)**: This is correct. In a longitudinal wave, as the wave travels, the amplitude can change due to energy loss. - **Amplitude of vibration does not change with time (r)**: This is incorrect. As mentioned, the amplitude can change over time. - **Vibrations are along the direction of wave propagation (s)**: This is correct. In a longitudinal wave, the particles move back and forth in the same direction as the wave travels. - **Nodes and antinodes are formed (t)**: This is incorrect. Longitudinal waves do not form nodes and antinodes in the same way as stationary waves. **Matching for B**: Q, S 3. **For a transverse wave (C)**: - **Vibrations are perpendicular to direction of wave propagation (p)**: This is correct. In a transverse wave, the vibrations are indeed perpendicular to the direction of wave propagation. - **Amplitude of vibrations changes with time (q)**: This can be correct depending on the context, but generally, in a simple transverse wave, the amplitude remains constant unless specified otherwise. - **Amplitude of vibration does not change with time (r)**: This is also generally correct for ideal transverse waves. - **Vibrations are along the direction of wave propagation (s)**: This is incorrect. In a transverse wave, the vibrations are perpendicular, not along the direction of propagation. - **Nodes and antinodes are formed (t)**: This is correct. Transverse waves can also form nodes and antinodes. **Matching for C**: P, R, T 4. **For a progressive wave (D)**: - **Vibrations are perpendicular to direction of wave propagation (p)**: This can be correct if the progressive wave is transverse. - **Amplitude of vibrations changes with time (q)**: This is correct. In a progressive wave, the amplitude can change as the wave travels. - **Amplitude of vibration does not change with time (r)**: This is incorrect. Progressive waves can have changing amplitudes. - **Vibrations are along the direction of wave propagation (s)**: This is correct. In a longitudinal progressive wave, the vibrations are along the direction of propagation. - **Nodes and antinodes are formed (t)**: This is incorrect. Progressive waves do not form nodes and antinodes like stationary waves. **Matching for D**: Q, S, P (if considering transverse) ### Final Matches: - A: R, T - B: Q, S - C: P, T - D: Q, S (and P if considering transverse)
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Knowledge Check

  • Amplitude of vibration in stationary wave is

    A
    maximum at nodes.
    B
    zero at nodes
    C
    maximum at nodes and antinodes
    D
    equal to all the points
  • In a stationary waves, the amplitude of vibrating paticles

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    B
    Zero
    C
    Varies from particle to particle
    D
    Maximum
  • In a ________wave particles of the medium vibrate in a direction perpendicular to the direction of wave propagation.

    A
    longitudinal
    B
    rolling
    C
    transverse
    D
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