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Counting atoms and molecules

Counting atoms and molecules. When conducting a chemical reaction, it is often important to mix reactants in the correct proportions. This prevents contamination of the products by wasted reactants.

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Counting atoms and molecules

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  1. Counting atoms and molecules When conducting a chemical reaction, it is often important to mix reactants in the correct proportions. This prevents contamination of the products by wasted reactants. However, atoms are very small and impossible to count out. In order to estimate the number of atoms in a sample of an element, it is necessary to find their mass. The mass of an atom is quantified in terms of relative atomic mass.

  2. Relative atomic mass relative atomic mass (Ar) average mass of an atom × 12 mass of one atom of carbon-12 = The relative atomic mass (Ar) of an element is the mass of one of its atoms relative to 1/12 the mass of one atom of carbon-12. Most elements have more than one isotope. The Ar of the element is the average mass of the isotopes, taking into account the abundance of each isotope. This is why the Ar of an element is frequently not a whole number.

  3. Relative molecular mass The relative molecular mass (Mr) of a covalent substance is the mass of one molecule relative to 1/12 the mass of one atom of carbon-12. Mr can be calculated by adding together the masses of each of the atoms in a molecule. Example: what is the Mr of H2SO4? (2 × H) + (1 × S) + (4 × O) 1. Count number of atoms (2 × 1.0) + (1 × 32.1) + (4 × 16.0) 2. Substitute the Ar values 2.0 + 32.1 + 64.0 = 98.1 3. Add the values together

  4. Relative formula mass The equivalent of relative molecular mass for an ionic substance is the relative formula mass. This is the mass of a formula unit relative to 1/12 the mass of one atom of carbon-12. It is calculated in the same way as relative molecular mass, and is represented by the same symbol, Mr. Example: what is the Mr of CaCl2? (1 × Ca) + (2 × Cl) 1. Count number of atoms (1 × 40.1) + (2 × 35.5) 2. Substitute the Ar values 40.1 + 71.0 = 111.1 3. Add the values together

  5. Calculating relative formula mass

  6. Moles and Avogadro's number

  7. Moles, mass and Ar / Mr

  8. Moles, mass and Mr calculations

  9. Avogadro’s law In 1811 the Italian scientist Amedeo Avogadro developed a theory about the volume of gases. Avogadro’s law: Equal volumes of different gases at the same pressure and temperature will contain equal numbers of particles. For example, if there are 2 moles of O2 in 50cm3 of oxygen gas, then there will be 2 moles of N2 in 50cm3 of nitrogen gas and 2 moles of CO2 in 50cm3 of carbon dioxide gas at the same temperature and pressure. Using this principle, the volume that a gas occupies will depend on the number of moles of the gas.

  10. Molar volumes of gases If the temperature and pressure are fixed at convenient standard values, the molar volume of a gas can be determined. Standard temperature is 273K and pressure is 100kPa. At standard temperature and pressure, 1 mole of any gas occupies a volume of 22.7dm3. This is the molar volume. Example: what volume does 5 moles of CO2 occupy? volume occupied = no. moles × molar volume = 5 × 22.7 = 113.5dm3

  11. Ideal gas equation How is the number of moles in a gas at other temperatures and pressures calculated? The ideal gas equation relates pressure, volume, number of moles and temperature for a gas. pV = nRT p = pressure in Pa V = volume in m3 n = number of moles R = gas constant: 8.31JK-1mol-1 T = temperature in Kelvin A gas that obeys this law under all conditions is called an ideal gas.

  12. Ideal gas equation: converting units It is very important when using the ideal gas equation that the values are in the correct units. The units of pressure, volume or temperature often need to be converted before using the formula. Pressure to convert kPa to Pa: × 1000 Volume to convert dm3 to m3:to convert cm3 to m3: ÷ 1000 (103) ÷ 1000000 (106) Temperature to convert °C to Kelvin: + 273

  13. Calculating the Mr of gases

  14. Using the ideal gas equation

  15. Ideal gas calculations

  16. Types of formulae The empirical formula of a compound shows the relative numbers of atoms of each element present, using the smallest whole numbers of atoms. The molecular formula of a compound gives the actual numbers of atoms of each element in a molecule. For example, the empirical formula of hydrogen peroxide is HO – the ratio of hydrogen to oxygen is 1:1. The molecular formula of hydrogen peroxide is H2O2 – there are two atoms of hydrogen and two atoms of oxygen in each molecule.

  17. Determining empirical formulae

  18. Percentage by mass Elemental analysis is an analytical technique used to determine the percentage by mass of certain elements present in a compound. To work out the empirical formula, the total mass of the compound is assumed to be 100g, and each percentage is turned into a mass in grams. If necessary, the mass of any elements not given by elemental analysis is calculated. The empirical formula of the compound can then be calculated as normal.

  19. Calculating empirical formulae

  20. Calculating molecular formulae relative molecular mass 34 = = 2 multiple = 17 mass of empirical formula The molecular formula can be found by dividing the Mr by the relative mass of the empirical formula. Example: What is the molecular formula of hydrogen peroxide given that its empirical formula is HO and the Mr is 34? 1. Determine relative mass of empirical formula: empirical formula mass = H + O = 1.0 + 16.0 = 17 2. Divide Mr by mass of empirical formula to get a multiple: 3. Multiply empirical formula by multiple: HO × 2 = H2O2

  21. Formulae calculations

  22. Glossary

  23. What’s the keyword?

  24. Multiple-choice quiz

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