Wiki User
∙ 10y agoThe height of this quantity of water would be exactly that much!
Wiki User
∙ 10y agoKatie poured 12 oz. of juice from a full 6 qt container. how many cups were left in the container
The answer is 0.606 litres, approx. This quantity of milk will have to be injected into the bowl since if it is spherical, there is no opening into which the milk can be poured.
Yes. Every word has at least one syllable. Poured has one syllable.
2 litres = 2000 cm3 The cross-sectional area of the vase is 11*11 cm2 = 121 cm2 So height = 2000/121 = 16.5289 cm (to 4 dp).
The words "poured out" are in the King James Version of the Bible 46 times. They are in 46 verses.
The question cannot be answered. Is it about the diameter of the container from which the liquid is poured or of the cups? Is the shape cylindrical (and if so, how tall?) or is it spherical?
The volume of an object is determined by the product of the surface area and the height of the object. Hence if the big container has a bigger height then the volume would certainly be greater. However, when talking about the volume of the liquid, it will be constant. This is because, although the height of the liquid will be reduced by putting it into a bigger container, the surface area is increased. Therefore, it will be constant. ! xx
"liquids"
A liquid is a substance that can be poured and takes the shape of its container.
gravity?
actually a gas can be contained in a container, basicly being poured, so plasma can be poured. YES
yes it can
Katie poured 12 oz. of juice from a full 6 qt container. how many cups were left in the container
Liquids take on the shape of any container they are placed in. If the volume of the container is less than the total volume of the liquid, them the difference in quantity will overflow the top of the container.
Depending on the shape of the container for the liquid, you can find the volume different ways. If the container is a cube, the volume is (base * Width * height). if the container is a cylinder, the volume is (PI * Radius2 * height). The answer you would get from these equations is expressed in units cubed (example: cm3).
Orange juice does not change volume when it is poured into a different container. Volume will change if the juice undergoes a process such as concentration.
Liquids take the shape of their container.