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Answer :
The weight of the water that was displaced is equal to 9000 N, which is the weight of the boat.
When an object floats in a fluid (like water), it displaces an amount of fluid equal to its own weight. This is known as Archimedes' principle.
Given that the boat weighs 9000 N, the weight of the water displaced by the boat is also 9000 N. This is because for the boat to stay afloat, it must displace enough water to equal its own weight. So, the displaced water exerts an upward buoyant force on the boat equal to its own weight, supporting the boat's weight and allowing it to float in the water.
In summary, the weight of the water that was displaced is equal to the weight of the boat, which is 9000 N. This principle is essential to understanding how objects float and the concept of buoyancy.
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