1.72 ml
The volume of the marble is 28 ml. This is determined by subtracting the initial water level (50 ml) from the new water level after the marble is added (78 ml). Therefore, 78 ml - 50 ml = 28 ml, which represents the volume of the marble causing the displacement.
The volume of the marble can be determined by the change in water level in the graduated cylinder. Initially, the water level is at 50 ml, and after placing the marble, it rises to 78 ml. Therefore, the volume of the marble is 78 ml - 50 ml = 28 ml.
1 mL of water equals 1cm^3 of volume, so 1.72 ml= 1.72 cm
1253.36525
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.
The volume of the object placed in the water is 23 ml. This can be calculated by subtracting the initial water level (30 ml) from the final water level (53 ml).
No because the marble was just added to make the water level rise
For finding volume you can use water displacement. Get a amount of water (make sure you know what number and how much) and drop your item in the water. The water should have risen. The difference of the Displaced water and the starting water should get you your volume.e.g. 16 mL of water, you drop a marble, the water is now 18 mL. So the volume of the marble is 2 mL.
It is 2.5 grams per mL.
That is 10 ml of water.
because when you add an object to fluid it displaces the water which therefor makes the level go down
The weight of the object is equaled to the level of the displaced water minus the original water level before the object was placed in it.| I.e. Original water level was: 150 ml. When we placed a rock inside the water, it displaced the water and the water level now sits at 200ml. 200 ml - 150 ml = 50 ml. So the object weighs about 50 mL or 50g since 1 mL of water is 1g.