C4 - Chemical Calculations

Cards (32)

  • Conservation of mass
    • Atoms cannot be created or destroyed in a chemical reaction
    • All the atoms present in the reactants must be present in the products
  • If the mass of products seems to be less than the reactants, it normally because one of the products is a gas lost to the surroundings
  • If the mass of products seems to be greater than one of the reactants, it is normally because one of the reactants is a gas
  • (s)
    solid
  • (l)
    liquid
  • (g)

    gas
  • (aq)
    aqueous (dissolved in water)
  • Mr
    the sum of the relative atomic masses of each atom in the formula
  • Avogadro's constant
    • 6.02 x 10^23
    • The number of atoms in one mole of a substance
  • moles = mass/Mr
  • A balanced symbol equation shows the ratios of the reactants and products in a chemical reaction
  • How to calculate mass of a product from a given mass of reactant:
    • balance the symbol equation
    • calculate the moles of the given mass (moles = mass/Mr)
    • using the balanced equation, work out the number of moles of the unknown subatnce (ratio)
    • calculate the mass of the unknown substance (mass = moles x Mr)
  • How to balance an equation:
    • work out the Mr of all the substances
    • calculate the number of moles of each substance in the reaction (moles = mass/Mr)
    • convert to a whole number ratio
    • balance the symbol equation
    • One of the reactants in a reaction will run out before the others
    • The one that runs out is the limiting reactant
    • The reactants left over are in excess
  • How to work out which reactants are in excess and which is the limiting reactant:
    • write the balanced symbol equation for the reaction
    • pick one of the reactants and its quantity as given in the equation
    • use the ratio of the reactants in the balanced equation to see how much of the other reactant is needed
    • compare this to the quantity given in the question
    • determine which reactant is in excss and which is limiting
  • Concentration
    • the amount of solute in a given volume of solvent
    • g/dm^3
  • Concentration (g/dm^3) = mass (g)/volume (dm^3)
  • volume (dm^3) = volume (cm^3)/1000
    • lots of solute in little solution = high concentration
    • little solute in lots of concentration = low concentration
  • Theoretical yield - the maximum mass of a product expected to be produced
  • The products of a reaction may be less than the theoretical yield because:
    • some of the product is lost when it is separated from the reaction mixture
    • side reactions took place between reactants that produced different products
    • the reaction is reversible
  • The theoretical yield can be worked out by balancing the equation and working out the mass of the products (moles x Mr)
  • Yield - the amount of product actually produced in a chemical reaction
  • Percentage yield:
    • The actual yield as a proportion of the theoretical yield
    • (actual yield/theoretical yield) x 100
  • Atom economy
    • the proportion of aoms that you started with that are part of useful products
    • higher atom economies are more sustainable, since fewer atoms are being wasted in atoms products that are not useful
    • (Mr of useful products/Mr of all products) x 100
    • At any given temperature and pressure, the same number of moles of a gas will occupy the same volume
    • At room temperature and pressure, one mole of any gas will occupy 24dm^3
  • To calculate the number of moles of a gas:
    • volume (dm^3)/24
    • volume (cm^3)/24,000
  • concentration (mol/dm^3) = moles in the solute/volume of solution (dm^3)
  • Titration - an experimental technique to work out the concentration of an unknown solution in the reaction between an acid and an alkali
  • Titration method:
    • use a pipette to extract a known volume of the solution with the unknown concentration
    • a pipette measures a fixed volume only
    • add the solution to a conical flask, and place on a white tile
    • add a few drops of indicator to the flask
    • add the other solution with a known concentration to the burette
    • add the solution in the burette to the flask drop by drop until the end point is reached
    • the end point is when the indicator just changes colour
    • record the volume of the end point
    • repeat until you record at least two concordant titres, and calculate the mean
  • Concordant titres
    • Titres - the volume of solution added from the burette
    • Concordant - titres within 0.1 cm^3 of each other
  • Calculating concentration from titration
    • Write a balanced symbol equation for the reaction
    • Calculate the moles used from the known solution (concentration x volume)
    • Use the ratio from the balanced symbol equation to find the moles present in the unknown solution
    • Calculate the concentration of the unknown solution (moles/volume)