A concrete ship floats due to the principle of buoyancy. The weight of the water displaced by the ship is equal to the weight of the ship itself, allowing it to stay afloat. The hollow and watertight design of a concrete ship helps to displace enough water to keep it buoyant.
Concrete does not float naturally in water; it is denser than water. However, when concrete objects such as boats or platforms float on water, it is typically due to buoyancy provided by a hollow structure or trapped air pockets within the concrete. This buoyant force can make the overall concrete object less dense than water, causing it to float.
No, a ship cannot float on kerosene. Kerosene is less dense than water, so it cannot support the weight of a ship, which is designed to float on water due to its buoyancy.
A large ship can float in water due to the principle of buoyancy. The weight of the water displaced by the ship is equal to the weight of the ship itself, allowing it to stay afloat. The shape of the ship's hull and the distribution of weight also play a role in helping it float.
A ship floats on the sea due to the principle of buoyancy. The weight of the water displaced by the ship is equal to the weight of the ship, allowing it to float. This is because the density of the ship is lower than the density of water.
Ships float due to the principle of buoyancy, which states that the weight of the water displaced by the ship is equal to the weight of the ship. This is achieved through the design of the hull, which is shaped to displace enough water to support the weight of the ship. When the weight of the ship is less than the weight of the water it displaces, the ship will float.
Yes. Many drydocks and salvage ships are made of concrete.
because is concrete and it frikin hardens dumb aasss
Concrete does not float naturally in water; it is denser than water. However, when concrete objects such as boats or platforms float on water, it is typically due to buoyancy provided by a hollow structure or trapped air pockets within the concrete. This buoyant force can make the overall concrete object less dense than water, causing it to float.
No, a ship cannot float on kerosene. Kerosene is less dense than water, so it cannot support the weight of a ship, which is designed to float on water due to its buoyancy.
Yes- because they are not a solid block of concrete- they are hollow with a large air space. The weight of the water displaced is greater than the weight of the hollow concrete hull, and it will float.
A large ship can float in water due to the principle of buoyancy. The weight of the water displaced by the ship is equal to the weight of the ship itself, allowing it to stay afloat. The shape of the ship's hull and the distribution of weight also play a role in helping it float.
A ship floats on the sea due to the principle of buoyancy. The weight of the water displaced by the ship is equal to the weight of the ship, allowing it to float. This is because the density of the ship is lower than the density of water.
no matter how big the concrete slab is, it will never float
Ships float due to the principle of buoyancy, which states that the weight of the water displaced by the ship is equal to the weight of the ship. This is achieved through the design of the hull, which is shaped to displace enough water to support the weight of the ship. When the weight of the ship is less than the weight of the water it displaces, the ship will float.
yes a boat made of concrete is possible to float if it displaces water that weight more than its own weight.
The force that helps a ship float is buoyancy, which is a result of the displacement of water by the ship's hull. This upward force counteracts the ship's weight, keeping it afloat. The greater the weight the ship displaces, the greater the buoyant force acting on it.
The amount of water needed to float a ship depends on factors such as the weight and size of the ship, as well as the density of the water. A ship displaces an amount of water equal to its weight, so it will float as long as it displaces its weight in water.