solve this and explain---A wave on the surface of a ripple tank moves from the source at the rear of the tank to the front. The graph shows the variation with distance x of the displacement y of the surface of the water. The solid line shows displacement at t = 0 and the dashed line shows the displacement at t = 0.154 s. Chart/Diagram Description: Type: Line graph showing the displacement (y) of a wave as a function of distance (x). X-axis: Labeled "x / cm", scale from 0 to 6.0 with major ticks at 1.0 cm intervals. Y-axis: Labeled "y / mm", scale from -4 to 4 with major ticks at 1 mm intervals. Data Series: - Solid line: Represents displacement at t = 0. Shows a wave starting at y=0 at x=0, peaking at approximately y=4 mm at x=1.0 cm, crossing the axis at x=2.0 cm, reaching a trough at approximately y=-4 mm at x=3.0 cm, crossing the axis at x=4.0 cm, peaking at approximately y=4 mm at x=5.0 cm, and crossing the axis at x=6.0 cm. Appears to be a sine wave with amplitude 4 mm and wavelength 4 cm. - Dashed line: Represents displacement at t = 0.154 s. Shows a wave shifted horizontally to the right relative to the solid line. It crosses the axis around x=0.5 cm, peaks around x=1.5 cm, crosses the axis around x=2.5 cm, reaches a trough around x=3.5 cm, crosses the axis around x=4.5 cm, and peaks around x=5.5 cm. The shift is approximately 1.0 cm to the right. Grid: A grid is overlaid on the graph to aid in reading values. Question: Describe the difference between transverse and longitudinal waves.

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