A rocket is launched from rest from an underwater base a distance of 125 m below the surface of a body of water. It moves vertically upward with an unknown but assumed constant acceleration (the combines effect of its engines, Earth’s gravity, and the buoyancy and drag of the water), and it reaches the surface in a time of 2.15 seconds. When it breaks the surface its engines automatically shut off (to make it more difficult to detect) and it continues to rise. What maximum height does it reach? (Ignore any effects at the surface.)

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Chapter1: Units, Trigonometry. And Vectors
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A rocket is launched from rest from an underwater base a distance of 125 m below
the surface of a body of water. It moves vertically upward with an unknown but assumed constant acceleration (the combines effect of its engines, Earth’s gravity, and the buoyancy and drag of the water), and it reaches the surface in a time of 2.15 seconds. When it breaks the surface its engines automatically shut off (to make it more difficult to detect) and it continues to rise. What maximum height does it reach? (Ignore any effects at the surface.)

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