yes it would sink because its more dense than water
The substance with a density of 0.9 g/cm3 would float on water, as its density is less than that of water (1 g/cm3). Objects with a density less than 1 g/cm3 will float on water, while those with a density greater than 1 g/cm3 will 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.
A standard kitchen sink can typically hold around 9-10 quarts of fluid. However, this can vary depending on the size and design of the sink.
A good non-metric estimate for the volume of a kitchen sink could be in terms of gallons. Typically, a standard kitchen sink has a volume of around 8-10 gallons.
To determine how much mass the box can hold before sinking in water, you need to calculate its volume and compare it to the volume of water it displaces when fully submerged. The buoyant force acting on the box must be equal to or greater than its weight for it to float. Given the dimensions of the box, find its volume, then calculate the weight of water displaced by that volume to determine the maximum mass it can hold before sinking.
The substance with a density of 0.9 g/cm3 would float on water, as its density is less than that of water (1 g/cm3). Objects with a density less than 1 g/cm3 will float on water, while those with a density greater than 1 g/cm3 will sink.
no No, although only 10% of an iceberg is visible above the surface, icebergs will float until they dissolve into the sea.
89.2g
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.
well, gmL equals "gram per centimeter cubed" and a decigram is 10 grams, so, 10 times as much as 19.3 (19.32). but you want how many decigrams per liter, so you have to divide 19.3 by 10 to get : this is your answer: 1.93 decigrams
A 10K GML marked ring would typically indicate that the ring is made of 10 karat gold-filled metal. The value of the ring would depend on factors such as the weight of the gold, current market prices for gold, and any additional features or gemstones on the ring. It's recommended to have the ring appraised by a professional jeweler to determine its exact value.
Obviously not, because then the 10-ton cruise liners would immediately sink. Volume also plays a part. The more space an object takes up, the more water it displaces (moves). The mass of the water it displaces pushes the objects upward. It is called buoyant force, or buoyancy (boy-an-see). So boats are designed to take up as much space as possible using air (which has little density) inside the vessel.
It depends on the oil's density. The Maconda well has been considered a light oil, I believe, with an API gravity of 35, so it would initially float on the surface. However, as the lighter hydrocarbons are evaporated, the oil can become heavier. I don't know if the oil from the Maconda could become so heavy that it would sink below the surface as a lot of oil components would have to be evaporated off. An oil-dispersant mixture could exist below the surface, particularly if there was a lot of turbulence. Oil with a density of less than 10 API (Specific gravity of 1) would sink.
There are many different kitchen sinks which take anywhere from 6 gallons to over 10 gallons.
it depends on a lot of things like what the object is its weight if is has holes what its made of the density of the water the air the pressure and if the thing is floating in calm water or rippling water well in other words it depends by the way i am 10 years old and in fifth grade
No, you cannot float in Phase 10 while playing the game.
Objects float or sink because of their density. An example of an object with low density is a sponge, as it has loads of air bubbles in it, and will float. An example of an object with high density is a brick. This is because the brick doesn't have any air trapped in it, it is "packed in", and is more dense than water, therefore it will sink.