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What is the buoyancy force on an object which displaces 10,300 kg of water?

100,940 N

About how many pounds is this? (Remember, a one kilogram mass weighs 2.2 pounds at sea level.)

22,660 lbs

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12y ago
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11y ago

The buoyant force is equal to the weight of the water displaced.

Buoyant force = [density of water] x [volume displaced] x [gravity]

Imagine you had a box of water that is itself under water. The forces would of course be balanced. This means that whatever the force of gravity would be on a box of water that size, that's what the buoyant force must be.

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14y ago

That depends on how large the object is, i.e. its volume, or how much space it fills.

If it's a block of styrofoam that weighs 235 newtons, then it's large. It pushes aside a lot of liquid
when it's in water, and the buoyant force on it is large. Its own weight isn't enough to sink it.

If it's a stone that weighs 235 newtons, then it's small. It pushes aside only a small amount of liquid
when it's in water, and the buoyant force on it is small. That's why it sinks.

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11y ago

The buoyant force equals to the weight of the displaced liquid when the body gets immersed in the liquid.

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13y ago

weight of the displaced fluid

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3y ago

f5

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Q: What is the size of the buoyant force acting on an object?
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friction Also we can mention the forces acting on a sinking body in a liquid. The weight is more than the buoyant force


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