How to Calculate Mass and Volume of Ice from Water?

What is the mass and volume of the ice obtained when water is cooled to form ice? The initial mass of the water is the same as the mass of the resulting ice, which is 523.475 g. Using the density of ice, the volume turns out to be 570.97 mL.

When water is cooled to form ice, the mass and volume of the ice can be determined using the principles of density and volume calculations. Let's break down the process step by step:

Calculating the Mass of Ice:

The initial mass of the water is the same as the mass of the resulting ice. Since the mass of a substance remains constant during phase transitions, we can conclude that the mass of the ice is 523.475 grams.

Calculating the Volume of Ice:

To find the volume of the ice, we need to use the density of ice at -10°C, which is 0.917 g/mL. We can calculate the volume by dividing the mass of the ice by its density:

Volume (V) = Mass (m) ÷ Density (ρ)

Volume = 523.475 g ÷ 0.917 g/mL = 570.97 mL

It is important to note that the process involves understanding the relationships between mass, volume, and density. By applying these concepts, we can accurately determine the mass and volume of the ice formed when water is cooled.

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