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A boat is floating in water such that \(\frac{4}{5}\) of its volume is submerged. At what temperature will the boat just completely sink in water?

Answer :

Final answer:

The temperature at which a boat will sink is not directly related to buoyancy, since the boat floating with 4/5 of its volume submerged is due to its density being less than water.

Explanation:

The question you've asked is related to the principle of buoyancy and density in physics. The temperature at which the boat will sink is not directly related to its buoyancy unless the water's density changes significantly with temperature. Generally, a boat floats because the weight of the water it displaces is equal to the weight of the boat. If the boat is floating with 4/5 of its volume submerged, it means that the boat's density is less than water, allowing it to float. The boat would only sink if water somehow becomes less dense, which typically would occur if it freezes into ice or if the boat's density increases. Generally, increasing the temperature of water decreases its density very slightly, which is usually not enough to cause a boat to sink unless the boat's load is altered or the structure of the boat is damaged causing it to take on water.

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