![]() Oxygen (sea level, 20 ☌) - 1.Nitrogen (sea level, 0 ☌) - 1.2506 kg/m 3 Question: Two small aluminum spheres, each having mass 0.0250kg, are separated by 80.0cm Part A: How many electrons does each sphere contain (The atomic mass of aluminum is 26.982g/mol and its atomic number is 13.) (ne.Carbon monoxide (sea level, 20 ☌) - 1.165 kg/m 3.Carbon monoxide (sea level, 0 ☌) - 1.250 kg/m 3.Carbon dioxide (sea level, 20 ☌) - 1.842 kg/m 3 The Atomic Mass of aluminium is 26.98 amu.Carbon dioxide (sea level, 0 ☌) - 1.977 kg/m 3.Walnuts, hazelnuts, grounded - 520 kg/m 3.Here are the products and their densities available in our calculator: That's it! The volume to mass calculator will find the result in less than a second! Change the unit first before you enter a number. Second, input volume or mass in the correct unit. Check if the material is on our list or input known density. In our volume to mass calculator, you can input values in any unit you want – our calculator will convert them and make correct calculations.įirst, you need density. For example, if you input mass in pounds, and volume in gallons you will get density in pounds per gallon. Whenever you use this formula, remember to be concise with units. So, how to calculate volume with mass and density? You need to rearrange the formula to: While it doesn't matter in most cases (like cooking) it might be significant if you're building something or doing a science experiment. Note: 1 mole 6.023 x 10 particles, which can be atoms, molecules, ions, or other elementary particles. This value represents the mass of 1 mole of aluminum, or 6.023 x 10 aluminum atoms. It's worth knowing that density slightly changes with temperature and pressure. Since the atomic mass of aluminum is 26.9815 amu, its molar mass is simply equal to 26.9815 g/mol. You've probably already guessed what formula will tie these three values together: It means that one liter of water weighs one kilogram. ![]() ![]() For example, water at 4 ☌ has a density of 1 kg/l. What is density? It's mass-to-volume ratio - a physical property of every material. To convert something's mass to volume or vice versa, you need to know its density.
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