B7 Question:While kayaking in the ocean you observe approximately sinusoidal motion of the water. You estimate that the vertical height between bottom and top of each wave is 0.50m and the distance between crests is 1.47mYou count 28 waves passing in two minutesPart 1)If you represent the water waves with the equation Asin(kx - wt). what are the constants:rad/m andrad/sPart 2)Determine the speed of the wave. Pay attention to the units.kan/hPart 3)What tension would need to be applied to a stretched rope of mass/length 0.518kg/m so that a transverse wave on that rope would travel with the same wave speed as that calculated in part 21?T=

Given, vertical height between the bottom and top of each wave is h = 0.50 m distance between two…

Question: While kayaking in the ocean you observe approvimately sinusoidal motion cet the water. You estimate that the vertical height between bottom and top of each wave is 0.50m and the distance between crests s 147m You count 28 waves passing in two minutes Part 1) IFyou represent the mater waves with the equation Asin(kx - ut). what are the constants A= rad/m and rad/s Part 2) Determine the speed of the wave. Pay amention to the units km/h Part 3) What tension would need to be applied to a stretched rope of masslength 0.51ske/mse that atransverse nave on that rope would travel with the same wave speed as that calculated in part 21?

Question: While kayaking in the ocean you observe approvimately sinusoidal motion cet the water. You estimate that the vertical height between bottom and top of each wave is 0.50m and the distance between crests s 147m You count 28 waves passing in two minutes Part 1) IFyou represent the mater waves with the equation Asin(kx - ut). what are the constants A= rad/m and rad/s Part 2) Determine the speed of the wave. Pay amention to the units km/h Part 3) What tension would need to be applied to a stretched rope of masslength 0.51ske/mse that atransverse nave on that rope would travel with the same wave speed as that calculated in part 21?