A string is tightly stretched between the point A-G at point C it's lightly pinch and point B it's plucked, at points DEF are light folded tissue paper the segments A to BB to CC to DD to E and EG are all equal in length, what happen to the tissue paper does it fall or ride the wave?
To determine what happens to the tissue paper when the string is plucked, we need to analyze the different forces at play in this scenario.
Let's break down the key components:
1. String: The string is tightly stretched between points A and G, with a light pinch at point C and a pluck at point B.
2. Tissue paper: There are light folded tissue papers placed at points D, E, and F.
3. Segments: The segments A to B, B to C, C to D, D to E, and E to G are all equal in length.
Given this information, we can make a few observations:
1. The plucking at point B: When the string is plucked at point B, it generates a wave that propagates through the string in both directions. This wave travels along the entire length of the string, including the segments BC and CD.
2. The length of segments: Since the segments A to B, B to C, C to D, D to E, and E to G are all equal in length, this means that the segments BC and CD are also the same length. This suggests that the wave generated by the plucking will propagate with equal intensity through both segments.
Now, let's analyze the effect of the wave on the tissue paper at points D, E, and F:
1. Tissue paper at point D: The wave will travel through segment CD and reach point D. Since the wave propagates with equal intensity through the segments, the tissue paper at point D will experience a similar wave motion. Depending on the amplitude and frequency of the wave, the tissue paper at point D may vibrate or move slightly.
2. Tissue paper at point E: The wave will travel through segment DE and reach point E. Like with point D, the tissue paper at point E will also experience a similar wave motion. Again, depending on the characteristics of the wave, the tissue paper may vibrate or move.
3. Tissue paper at point F: The wave does not directly pass through segment EF, as it is not connected to any point where the wave is generated or transmitted. Therefore, the tissue paper at point F remains relatively unaffected by the wave.
Considering the information above, the tissue paper at points D and E will be influenced by the wave generated by the plucking of the string. The amplitude and frequency of the wave will determine the extent to which the tissue paper vibrates or moves. However, since the tissue paper at point F is not in direct contact with any point on the string where the wave propagates, it will likely remain stationary.
In summary, the tissue paper at points D and E will likely be affected by the wave, while the tissue paper at point F will not show any significant change.