2.1. Chemical equations and reactions Flashcards
the law of conservation of matter
because the same atoms are present in a reaction at the beginning (reactants) and at the end (products), the amount of matter in the system does not change - this is why chemical equations must be balanced
reactants
products
- the substances that exist before a chemical reaction takes place
- the new substances that are formed during the chemical changes
types of phases in chemical equations
solid (s), liquid (l), and gaseous (g) phase
alternative symbol used to indicate a precipitate in chemical equation
arrow pointing down (alternative to (s))
alternative symbol used to indicate a gaseous product
arrow pointing up (alternative to (g))
above the reaction arrow can be written:
- pressure (and its exact amount)
- temp. at which react. was carried out
- “delta” meaning that the reactants were heated
- name of a substance that serves as the catalyst in the reaction
types of chemical reactions
- synthesis (combination) - simple to complex
- decomposition - complex to simple
- single replacement reaction (AB + C -> A + BC)
- double replacement reaction (AB + CD -> AC + BD)
- neutralization reaction (acid + base -> salt + water)
- combustion reaction - a hydrocarbon reacting with oxygen
- polymerization (monomer + monomer = polymer)
relative atomic mass (Aˇr) =
actual mass/u (u=1/12 actual mass of C-12=1.66*10^-27 kg)
- n=
m/M [mol=g/gmol^-1)
- n=
N/NˇA (N = number of particles, Nˇ = Avogadro’s constant = 6.022*10^23 mol^-1)
In calculations with a limiting reactant, to find the number of moles of a product of interest, its stoichiometric coefficient and no of moles has to be put in the ratio/compared with…
…the stoichiometric coefficient and the number of moles of the limiting reactant
To identify the limiting reactant we have to…
…compare the no of moles with stoichiometric coefficients of the reactants and evaluate which reactant is present in excess and which is not (limited).
C =
n/V [M=mol/L]
mass concentration (of solvent) =
m(solvent)/V(of solution)
density (of solution) =
mass (of solution)/V (of solution) [g/cm^3]