Force/density difference in liquid question

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To calculate the upward force on a less dense object in a denser liquid, apply Archimedes's principle, which states that an object submerged in a fluid displaces an amount of fluid equal to its own volume. The buoyant force is determined by the weight of the fluid displaced minus the weight of the object. This can be expressed mathematically as g(V(densityfluid - densityobject)), where V is the object's volume and g is the acceleration due to gravity. The upward force is thus directly related to the difference in densities between the fluid and the object. Understanding these principles allows for accurate calculations of buoyancy in various scenarios.
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Hello,
I am wondering how one can calculate the upwards force of a less dense object within a denser liquid based on the object's volume (or mass) and density, i.e of an air balloon in water.

I've already searched for an answer for a while, but just don't seem to be asking google the right questions.
 
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Look up buoyancy and Archimedes's principle. Try: http://hyperphysics.phy-astr.gsu.edu/Hbase/pbuoy.html"
 
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Start with Archimedes's principle: an object submerged in water (or other liquid or gas) displaces its own volume. The upward force (bouyant force is, I think, the technical term) is just the weight of the fluid displaced minus the weight of the object. Since weight= mg, that would be g(massfluid- massobject). Since, further, mass is just density time volume, the force is gV(densityfluid- densityobject), where V is the volume of the object.
 
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