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It is all to do with the density. Water has a density of 1g/cm^3 (1 gram per centimetre cubed). Anything that has a density of less than this will float in water, but anything that has a density greater than this will sink.
Object has a density of 0.59kgm^3
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
[m][l]^-3
An object will float in water if its density is lower than water which means that for an object to float, its density needs to be less than ~1 gram/centimeter^3,
if this is the same question i had then the answer is -the blue object has a density less than 1g/cm^3
Density=Mass/Volume. So D=3/2. Which is also 1.5. To the density of the object is 1.5 g/ml
Density is calculated as Mass / Volume. Therefore for an object that has a mass of 350 grams and a volume of 95 cm^3, the density would be 3.684 g/cm^3. Water has an estimated 1g/cm^3 density, therefore the density of this object is greater than that of water and would sink.
Density is calculated as Mass / Volume. Therefore for an object that has a mass of 350 grams and a volume of 95 cm^3, the density would be 3.684 g/cm^3. Water has an estimated 1g/cm^3 density, therefore the density of this object is greater than that of water and would sink.
The density of an object is Mass/Volume, so 5.5/1.56^3 would give you your density.
Density = mass / volume
It is a 3 dimensional object that has density and volume