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Then why does 1 liter that water at max thickness (4 °C) have a massive of 1 kg? Is that a just coincidence?
It is not a coincidence. As the Wikipedia article on the Litre says:
One litre of water has a massive of practically exactly one kilogram as soon as measured in ~ its maximal density, which occurs at about 4 °C. Similarly: one millilitre (1 mL) the water has a mass of around 1 g; 1,000 litres of water has actually a mass of about 1,000 kg (1 tonne). This connection holds due to the fact that the gram to be originally characterized as the massive of 1 mL that water; however, this meaning was abandoned in 1799 since the density of water transforms with temperature and, really slightly, with pressure.
1 liter that water amounts to $1\ \mathrmkg$ weight.1 liter of water is likewise the same as $1000\ \mathrmcm^3$ i.e. Cubic centimeter ($10\ \mathrmcm\times10\ \mathrmcm\times10\ \mathrmcm$ in volume) and1 liter is the very same as 1 cubic decimeter (10 centimeters is 1 decimeter).
Therefore 1 cubic meter volume is the very same as 1000 cubic decimeter or 1000 liters and also that is why 1000 liters that water weighs $1000\ \mathrmkg$ or 1 ton.Similarly, $1\ \mathrmcm^3$ is the same as $1\ \mathrmml$ and also weighs $1\ \mathrm g$ that water.
It is not a only coincidence but a straightforward equivalence measurement in between the Metric system and also the SI system of measurements.
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