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The mass = its volume.
This is true if the mass of water is measured in grams and the volume is measured in cc and the density of water is 1 gram/cc. Depending on temperature, 1 gram/cc is a good approximation.
In general, the relationship between water (or anything else) and its volume is mass/volume = density.
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TaigaThe volume of water is directly related to its mass because the density of water is relatively constant at normal atmospheric conditions. The density of water is about 1 gram per cubic centimeter, so for every 1 milliliter of water (equal to 1 cubic centimeter) there is 1 gram of mass. This relationship allows you to easily calculate the mass of water based on its volume or vice versa.
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What is the relationship of volume of water to its mass?
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.
What is the volume of water if the mass is 118 mL?
The volume of water is 118 mL, since the mass and volume of water are equivalent at room temperature.
Find the density of water?
The density of water is approximately 1 gram per cubic centimeter at 4 degrees Celsius.
What is the mass of water at 25 degrees Celsius if the volume of water is unknown?
The mass of water at 25 degrees Celsius, without knowing the volume, cannot be determined. Mass is dependent on both volume and density, and without the volume of water given, it is not possible to calculate its mass.
A piece of alloy has a measured mass of 86g in air and 73g when immersed in water Find the volume and density?
To find the volume of the alloy, use the formula for density: Density = Mass / Volume. First, calculate the volume of water displaced by the alloy when immersed: Volume of water displaced = Mass in air - Mass in water. Then, use the density of water (1g/cm^3) to find the volume, as the volume of water displaced equals the volume of the alloy. Finally, calculate the density of the alloy by dividing its mass by the volume obtained.
