1 mL of water equals 1cm^3 of volume, so 1.72 ml= 1.72 cm
1ml of water = 1cm cubed, therefore 1.72ml = 1.72cm cubed which is the volume of the marble
Ignoring shapes (using cubes), density (mass/volume) greater than "water" means it sinks. The floating object displaces its weight of the buoyant "object" (water, etc.)when it floats, but displaces its volume when it sinks.
Limestone and Marble Limestone and Marble
The rock, marble, is 2.56 times as heavy as water. One cubic foot of solid marble weighs 160 pounds.
The water displaces air, which moves to the top. It comes up through the water layer, creating bubbles.
carbon dioxide: when it mixes with rain& water will create carbonic acid rain which weathers marble and limestone.so carbonic acid weathers marble and limestone.
Either: 1) Find the radius of each marble and thus their volume through V = 4/3 x pi x r^3 and then add the volumes up. or 2) Put all the marbles in a measuring jug and fill it up to the top. Pour the water into a separate container and empty the marbles out of the jug. Pour the water back into the jug. Thus: Volume of water with marbles - volume of water without the marbles = volume of marbles
The density of the marble would be determined by dividing the marble's mass (12.5 g) by its volume (5ml), which would give you 2.5g/ml.
volume of water an object displaces is equal to the volume of the part of the object inside it
In what?Find out the density (mass/volume) of a marble per gram and compare it to water (1.0)If it weighs more than 1.0g then it sinks.
A body which is totally submerged in a liquid displaces a volume of water equal to the volume of the body.
It displaces both it's own volume of water and weight of water.
You fill your displacement cup with water until the hole is finished dripping. Then, you're going to add the four marbles that you asked for. But before you add the marbles inside the displacement cup, you must place a graduated cylinder under the hole in the displacement cup so you can find the volume of a marble. When you discover your results, divide how much water is in the graduated cylinder by the number of marbles you inserted. In this case, it would four.
It is 2.5 grams per mL.
If it displaces 8 ml of water then its its volume is equal to the volume of water it displaces, 8 ml or 8 cubic centimeters
1,500 mL
You would determine the volume of water it displaces and measure it.
Because the marble has a lesser density than water. And also because of the marbles shape and size. :)