Balancing chemical equations:rules and guidelines in balancing chemical equations
Answer Text: Balancing chemical equations.- A chemical equation is only valid if it is balanced.- A chemical equation is said to be balanced if the number of each atom on the reactants side is equal to that on the products side.- This is because atoms are neither created nor destroyed during a chemical reaction.Rules and guidelines in balancing chemical equations.Step 1: Write the chemical equation in words.Example: Copper metal + oxygen gas.Step II: Write the correct formulae of both reactants and productsExample: #Cu + O_2 → CuO#Step III: Check whether the number of atoms of each element on the reactants side is equal to that on the products side.- If equal proceed to step (V);- If not equal proceed to step (IV).Example: #Cu + O_2 → CuO#- In this case there are two oxygen atoms on the reactants side yet there is only one oxygen atom on the products side. Thus we proceed to step IVStep IV: Multiply the chemical formula containing the unbalanced atoms with the lowest common multiple.Example:# Cu + O_2 → CuO#- In this case the chemical formula with the unbalanced atom is CuO on the products side. We thus multiply it by 2.- The new equation now reads: #Cu + O_2 → 2CuO#Step V: check again to ensure that all atoms are balanced.- If all atoms are balanced proceed to step VI.- If not then repeat step IV until all atoms are balanced.Example: #Cu + O_2 → 2CuO#- In this case multiplying CuO by 2 offsets the balancing of Cu; which is now unbalanced!- We therefore repeat step IV in order to balance Cu.- There is only 1 Cu atom on the reactants side yet there are 2 Cu atoms on the products side.- We thus multiply the formula with the unbalanced atom (s) by the lowest common multiple, in this case 2.- The new equation at this step thus becomes: #2Cu + O_2 →2CuO# - We then repeat step V; in this case all atoms are now balanced.Step VI: The physical states of the reactants and the products are then indicated.- If this is not done the chemical equation is considered incorrect.