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Home/ Questions/(Figure 1) shows a history graph at x = 0 m of a wave moving to...
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Asked: April 13, 20222022-04-13T06:38:46+00:00 2022-04-13T06:38:46+00:00In: Mechanical-Engineering

(Figure 1) shows a history graph at x = 0 m of a wave moving to…

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(Figure 1) shows a history graph at x = 0 m of a wave moving to the right at 1 m/s. What is the snapshot graph of this wave at t = 0 s ?

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(Figure%201)%20shows%20a%20history%20graph%20at%20x%20=%200%20m%20of%20a%20wave%20moving%20to...

♦ Relevant knowledge

A wave is an occurrence that is propagating through the medium. Its frequency of one’s wave is the minimum distance over which the patterns repeats. Its frequency of the wave is the amount of wavelengths passing through a particular location in one second. The speed that the wave travels is correlated with the frequency and wavelength of the wave. 

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    Ava Gelbero
    2022-04-13T07:21:12+00:00Added an answer on April 13, 2022 at 7:21 am

    (Figure%201)%20shows%20a%20history%20graph%20at%20x%20=%200%20m%20of%20a%20wave%20moving%20to...(Figure%201)%20shows%20a%20history%20graph%20at%20x%20=%200%20m%20of%20a%20wave%20moving%20to...

    The wave is moving at 1 m/s, which means that it moves 1 meter per second. The history graph is a displacement graph that compares time and distance. There is no movement along the y-axis between 0 and 1 second. This means that if the wave moves 1 m towards the right in 1 second there is no movement of the y-axis. This data is the basis for the snapshot graph. -2 -1 Refer the history graph. (1) The wave’s movement to the right in 1 second starts at t=1. There is a change of y from -1 cm. This means that if wave moves 1 m to its right, there will be a change of y at X=0. (ii) Starting from t=2, when the wave moves to the right in 1 second, there is no change in y. This means that even if wave moves 1 m to its right, there is no change in y at the x= 0. This will result in a snapshot graph with y=-1–1 cm for x=-2-3 m.
    – 4 3 2 1 iii. When the wave moves to one side in a second, there will be a change of y to 1 cm. This means that if wave moves 1 m to its right, the change in y is 1 cm. This data will result in a snapshot graph with y=-1- -1 cm. -4 3-2 (iv). When the wave moves 1 second to the right, there is an increase in y to 0. This means that if wave moves 1 m to its right, there will be a change in the y to 0 am at value x = 0. This will result in a snapshot graph with y=1-0 cm for X=-3 to + 4 m. The second option is correct.
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