answersLogoWhite

0

check on www.wikipedia.org hgdhgdg

User Avatar

Wiki User

15y ago

What else can I help you with?

Continue Learning about Physics

Will cubic zirconia float in water?

Yes, cubic zirconia will generally sink in water because it is denser than water.


Will an object with a density of 0.97 grams millimeters float or sink in water?

The object will sink in water, as the density of water is 1 gram per cubic centimeter. Since the object's density is less than that of water, it will not displace enough water to float.


Will an object that has a mass of 3.68 grams per cubic centimeter float on water?

No, an object that has a mass of 3.68 grams per cubic centimeter will not float on water. This density is greater than that of water, which has a density of 1 gram per cubic centimeter, so the object will sink in water.


What are things that will sink in water?

weights, rocks, EARRINGS, fabric, broken boats, computers, houses... Anything that has a surface area, which displaces less water than the mass of the object, will sink. For example, water can support a 1 cubic foot object up 62.4lbs (in freshwater). If the object weighs more than that, but keeps the same dimensions, the water can no longer support it and that object will sink. If the object remains at 62.4lbs, but becomes less than 1 cubic foot, the object will sink, because it is displacing less water.


Will an object with a density of 2 grams per cubic centimeter will sink in water?

Not only the density decides the situation. The shape is also important. Because when the liquid displaced is heavier than the weight of the body put in the liquid then it starts floating. This is how ships are floating is sea water

Related Questions

What is this code cvuebsipcezrisrbceosntifarsiaerneda?

The answer is Cubic Zirconias are a Vespers best friend. Skip every letter.


Why do some object sink in water?

If one cubic centimeter of the object is denser than one cubic centimeter of water, it will sink unless it displaces enough water.


Do cubic zirconias become cloudy?

Yes, cubic zirconias can become cloudy over time due to dirt, oils, and debris accumulating on the surface. Cleaning them regularly can help maintain their clarity and brilliance.


Will cubic zirconia float in water?

Yes, cubic zirconia will generally sink in water because it is denser than water.


Do people set Cubic zirconias in 18K gold settings?

No, it makes little sense to put a low-value stone into a valuable setting.


Are cubic zirconias ever in 18K gold settings?

yes, cz in 18kt gold will be a bit cheaper to buy than real diamonds


Why coins sink in water?

They're heavier than water is. The density of the metal is greater than water. The density is the weight per volume. Any material that has a greater density of 62.5 pounds per cubic feet (1000 kg per cubic meter) will sink.


Will something with a density of 68 g per cubic cm sink or float in water?

Sink. Like a rock. Faster than a rock. The density of water is ~1 g/cm3. Anything more dense than that will sink.


What will sink in water?

It acully depends on the density of the items whether they will sink or not. The formula for density is Density= Mass divided by Volume. The Density of water is 1gram per cubic centimeter or 1gram per milliliter. So, anything more dense than that will sink in water.


Will an object with a density of 0.97 grams millimeters float or sink in water?

The object will sink in water, as the density of water is 1 gram per cubic centimeter. Since the object's density is less than that of water, it will not displace enough water to float.


Will an object that has a mass of 3.68 grams per cubic centimeter float on water?

No, an object that has a mass of 3.68 grams per cubic centimeter will not float on water. This density is greater than that of water, which has a density of 1 gram per cubic centimeter, so the object will sink in water.


How deep will a cubic foot weighing 10 pounds sink?

A object weighing 10 pounds with a volume of 1 cubic foot will sink until 0.16 of its volume is under water, and the remaining 0.84 of its volume is above the surface. At that point, the weight of the displaced water is (0.16 cubic foot) x (62.5 pounds/cubic foot) = 10 pounds, and the object will float at that depth, and sink no further.