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No, because you can predict if an object will sink or float mostly on density.
No. The key to whether an object floats or sinks is the average density, i.e., mass divided by volume. Also, whether an object will float or not also strictly depends on the surface volume. A piece of tin foil shaped into a boat will float and the same mass of tin foil shaped into a crumpled up ball will not float.
The mass of an object alone is not enough to determine whether it will float in water. You need to know the object's mass and its volume; in other words, its density. A kilogram of solid lead will sink in water. A kilogram of styrofoam will float. If an object is less dense than water it will float; if it is denser it will sink.
There is no weight ratio for height. The weight of an object depends on its the volume and density. The volume depends on the height as well as the average cross section so height, alone, cannot determine weight.
NO
No.
If you know an object's mass and its density, then you can calculate its volume.But mass alone doesn't tell you anything about its volume.
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.
No. An object will sink if its DENSITY is greater than that of the liquid (or gas) in which you place it.
No. A very big rock has a great deal of volume- but it also has a great deal of weight. Drop it in water, and it will sink like a........rock. It is the weight per measure of volume that determines density. If the density is less than the liquid, it floats. Greater than the density of the liquid, it sinks.
Personally, what I would do would be to experimentally find a lead fishing sinker, rock, gold coin etc., which, when added to the irregular object, sinks them both. For accuracy, the object selected should be smaller than the irregular object. The smaller, the better. Then, in the usual way, find the volume of the sinker, the rock, or the gold coin alone. Write it down so I don't forget it. Finally, glue the 'ballast' to the irregular object, and measure the volume of the combination by sinking it. From the volume I find, subtract the volume of the ballast alone, and I'll have the volume of the irregular object.
A beaker, flask, or graduated cylinder. You have to put water in the container, record the volume, then place the object in the container and calculate how much the volume of the water raised.