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Since the DENSITY of WATER = 1, and the Weight is 14 Newtons (in air) and 3 Newtons (Submerged in Water) we can figure the Density of the Object by the following:

N = kg·m/s2

14 N = (Mass of Object) x 9.81 m/s2

(Mass of Object) = 14 N / 9.81 m/s2

(Mass of Object) = 1.427 kg

And Since IN WATER the Object is 3 Newtons:

3 N = (1.427 kg x 9.81m/s2 ) / (Density of Object)

3 N = (14 N) / (Density of Object)

Density of Object = (14 N) / (3 N)

Density of Object = 4.6667

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Q: An object has a weight of 14n in the air it apparently weighs only 3n when it is completely submerged in water what is the density of the object?
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What is submerged density?

Submerged density is the density of an object when it is immersed in a fluid. It takes into account the volume of the object that is submerged in the fluid. This can be calculated using the formula: (density of object * volume of object) / (volume of object - volume of displaced fluid).


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How does the buoyancy of an object depend on it's density?

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What effect does the density of liquid have on the buoyancy of an object?

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When the buoyant force on a submerged object is equal to the weight of the object how do the densities of the object and water compare?

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What property of an object determines the strength of buoyant force that will be exerted on it when submerged in water?

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If the solid is not completely submerged in the water Explain how this technique error affects the reported density of the solid?

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