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A standing wave in a string is described by this equation: y = 0.5 cos(129t) sin(45x), where y and x are in metres and t is in seconds. a) The distance between nodes is m. b) The height of the antinodes (relative to the equilibrium position) is m. c) The time it takes for an antinode to go from top to bottom once is S. d) The speed at which a pulse will travel in the string is m/s. e) The maximum speed reached by any particle is m/s. ( Att = 5.9 s, the particle at x = 0.59 m has a velocity of m/s j. g) The maximum acceleration of any particle is m/s2 in magnitude. h) If one of the waves was removed (leaving only the other one), the maximum displacement of any particle from equilibrium would be m. Show Transcribed Text