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Does Archimedes' principle state that the buoyant force on an object is equal to the density of the fluid it displaces?
Wiki User
∙ 12y ago
No...
It does nt..!!
It is practically impossible to equate density n buoyant force...
Wiki User
∙ 12y ago
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Does the Archimedes principle hold in a satellite moving in a circular orbit?
The Archimede principle is quite irrelevant for an object in empty space. Since the density of outer space is almost zero, there is no significant buoyant force.
If an object is placed in a fluid experiences a buoyant force equal to the weight of the fluid it displaces the object will float?
If the buoyant force is less than the weight, the object must accelerate down. If it ever displaces enough water to increase the buoyant force to equal its weight, then it'll stop sinking. Otherwise, it goes straight to the bottom.
Pascal's principle explains the relationship between density and buoyancy?
false >Archimedes' principle does<
How could you determine your buoyant force acting on you when you are floating in water?
Use Archimedes' Principle: the buoyancy force of a submerged (or partially submerged) object is the weight of the volume of water that the object displaces. In other words, find the volume of the object that is under water, and multiply that by the density of water (1000 kg/cubic meter) and gravity (9.8 meter/sec/sec).
Is Archimedes principle suitable for use in determining all material density?
It is difficult to apply Archimedes principle to gasses especially those lighter than air.
What formula is used in Archimedes' principle?
Archimedes principle - weight of the liquid displaced by the object= buoyant force weight=mass x acceleration due to gravity =volume x density x acceleration due to gravity
Does the Archimedes principle hold in a satellite moving in a circular orbit?
The Archimede principle is quite irrelevant for an object in empty space. Since the density of outer space is almost zero, there is no significant buoyant force.
If an object is placed in a fluid experiences a buoyant force equal to the weight of the fluid it displaces the object will float?
If the buoyant force is less than the weight, the object must accelerate down. If it ever displaces enough water to increase the buoyant force to equal its weight, then it'll stop sinking. Otherwise, it goes straight to the bottom.
Pascal's principle explains the relationship between density and buoyancy?
false >Archimedes' principle does<
Which is more accurate to measure density Archimedes principle or water displacement method?
They are both the same. displacement method is another name for Archimedes' principle
How does Archimedes' principle relate the buoyant force acting on an object to the fluid displaced by the object?
Well, as an object is in a fluid, it displaces the water and more of one or more different objects same or different will cause more water displacement.
How could you determine your buoyant force acting on you when you are floating in water?
Use Archimedes' Principle: the buoyancy force of a submerged (or partially submerged) object is the weight of the volume of water that the object displaces. In other words, find the volume of the object that is under water, and multiply that by the density of water (1000 kg/cubic meter) and gravity (9.8 meter/sec/sec).
An object of volume V is immersed in a liqiud of density P calculate the magnitude of buoyant force acting on the object due to liqiud?
The buoyant force according to Archimedes principle is=weight of liquid displaced=((P*V)*g=PVg)...........g=acceleration due to gravioty.....
Is Archimedes principle suitable for use in determining all material density?
It is difficult to apply Archimedes principle to gasses especially those lighter than air.
Who discover density?
The principle of density was discovered by Archimedes. To calculate density, we use the equation Density = mass/volume.
The relationship between what two things does archimedes's principle explain?
buoyancy and density :D
How are density and the ability of a boat to float related?
According to Archimedes' Principle (which he described in his treatise On Floating Bodies) a body immersed in a fluid experiences a buoyant force equal to the weight of the fluid it displaces. In the case of a floating boat, if the average density of the boat and the air within its hull is less than the density of the water, the mass of the water displaced as it settles into the water will be equal to the to the total mass of the boat but it will displace a volume less than the volume of the boat, thus enough of the boat will remain above the water to allow it to float.
