The volume increase, mass does not change.
The mass of ice after freezing will be the same as the mass before freezing. The volume however, will be greater as ice than it was as liquid water.
There is no effect of freezing on the mass of water when it freezes. The thing which is affected by freezing is its volume and hence, it's density.
When you freeze water it expands, but does not gain mass, this means it's the same mass but now it is a higher volume. Density=mass over volume. More volume= less density.
Freezing typically does not affect the weight of an object. When an object is frozen, it undergoes a phase change from liquid to solid, but its mass remains the same. However, freezing can cause a slight expansion in volume due to the change in state.
Temperature can affect the mass of something and also freezing the object.
Usually, when something turns into solid, its volume reduces. Since density is given by mass per unit volume, decrease in volume means higher densities. Water, however has an anomaly, on freezing, its volume, instead of contracting, actually expands. As the mass of the particular quantity under observation remains constant, increase in volume on freezing cause the density to go down, below water in the liquid form. Thus, the density of ice is lower that that of water.
This means that the density of ice is lower than that of water. Its significance is that the density of ice decreases when water undergoes freezing. As density is equal to mass per unit volume, thus this means that there is an increase in volume due to expansion during the freezing process.
Volume will determine how much water will be displaced. The volume of an object dictates how much space it occupies, which in turn determines the amount of water it displaces when submerged. Mass alone does not directly affect water displacement.
Because density is DEFINED as mass/volume.
Temperature does not affect mass on a balance directly. its effect is simply a faulty reading for weighing something that is too hot.
The volume of water is directly proportional to its mass. This means that as you increase the volume of water, the mass will also increase proportionally. Conversely, if you decrease the volume of water, the mass will decrease accordingly.
The mass and the volume of the water are directly proportional. When the volume of water increased, the mass of water increased too and vice versa. Because when we divide the mass and the volume of water, we get the constant value called density of water.