can you set up this work and show me step by step. im so confused.... Tidal Wave: A tidal wave of height 50 feet and a period of 30 minutes is approaching a sea wall that is 12.5 feet above sea level (see figure). From a particular point on shore, the distance y from sea level to the top of the sea wall is given by y=25cos π/15 t with t in minutes. For approximately how many minutes is the top of the wave below the level of the sea wall?
can you set up this work and show me step by step. im so confused.... Tidal Wave: A tidal wave of height 50 feet and a period of 30 minutes is approaching a sea wall that is 12.5 feet above sea level (see figure). From a particular point on shore, the distance y from sea level to the top of the sea wall is given by y=25cos π/15 t with t in minutes. For approximately how many minutes is the top of the wave below the level of the sea wall?
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can you set up this work and show me step by step. im so confused....
Tidal Wave: A tidal wave of height 50 feet and a period of 30 minutes is approaching a sea wall that is 12.5 feet above sea level (see figure). From a particular point on shore, the distance y from sea level to the top of the sea wall is given by
y=25cos π/15 t
with t in minutes. For approximately how many minutes is the top of the wave below the level of the sea wall?
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