the qustion is When a crown of mass 14.7 kg is submerged in water, an accurate scale reads only 13.4 kg. Is the crown made of gold
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the qustion is When a crown of mass 14.7 kg is submerged in
water, an accurate...
LEARN MORE REMARKS Because the density of gold Is 1.93 x 104 kg/m", the crown is...
LEARN MORE REMARKS Because the density of gold Is 1.93 x 104 kg/m", the crown is elther hollow, made of an alloy, or both. Despite the mathematical complexity, it is certainly conceivable that this was the method that occurred to Archimedes. Conceptually, it's a matter of realizing (or guessing) that equal weights of gold and a silver-gold alloy would have different scale readings when immersed in water because their densities and hence their volumes are different, leading to differing buoyant...
An object of mass 0.800 kg is completely submerged in water, as shown below. Find the...
An object of mass 0.800 kg is completely submerged in water, as shown below. Find the density of the object, in g/cm", if the spring scale reads 4.94 N. The density of water is 1000 kg/m. Do not type in units.
An object of mass 0.800 kg is completely submerged in water, as shown below. Find the...
An object of mass 0.800 kg is completely submerged in water, as shown below. Find the density of the object, in g/cm3, if the spring scale reads 4.94 N. The density of water is 1000 kg/m3. Do not type in units.
The mass of a block of metal reads as 0.56-kg when weighed in air. Once the...
The mass of a block of metal reads as 0.56-kg when weighed in air. Once the block is completely submerged in water the same spring scale reads 0.21-kg. What is the density of this metal? Please report your answer in kg/m3.
LEARN MORE REMARKS Because the density of gold Is 1.93 x 104 kg/m", the crown is elther hollow, made of an alloy, or both. Despite the mathematical complexity, it is certainly conceivable that this was the method that occurred to Archimedes. Conceptually, it's a matter of realizing (or guessing) that equal weights of gold and a silver-gold alloy would have different scale readings when immersed in water because their densities and hence their volumes are different, leading to differing buoyant...
An object of mass 0.800 kg is completely submerged in water, as shown below. Find the density of the object, in g/cm", if the spring scale reads 4.94 N. The density of water is 1000 kg/m. Do not type in units.
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