Chem Flashcards
How can random uncertainties be reduced?
Taking repeated readings and calculating the average value
How can systematic errors be reduced?
Subtracting the error or replacing faulty equipment
Random uncertainties lead to a loss of ___ and are reflected in ___
- Precision
- Percentage uncertainty
Systematic errors lead to a loss of ___ and are reflected in ___
- Accuracy
- Percentage error
Define precision and accuracy
- Precision: How close repeated readings are to one another
- Accuracy: How close readings are to true value
If calculations involve addition and subtraction, final answer should be quoted to same ___ as piece of original data with fewest ___
Decimal places
If calculations involve multiplication and division, final answer should be quoted to same ___ as piece of original data with fewest ___
Significant figures
Define an element
Pure compound containing only 1 type of atom
Define an atom
Smallest part of an element that can still be recognised at that element
Define a compound
Pure substance formed when 2 or more elements combine chemically in a fixed ratio
Define a mixture
2 or more substances physically mixed together in an unfixed ratio
Give the formula for number of molecules
Moles x 6.02 x 10^23
Give properties of a mixture
- Retain individual properties
- Can be separated by physical means
Give the formula for number of atoms
Moles x No. of atoms x 6.02 x 10^23
Give the formula for mass of 1 molecule
Molar mass / 6.02 x 10^23
Give the formula for volume of gas (dm^3) at STP
Amt of gas (mol) x 22.7
Give the formula for the relationship between the concentration, volume and moles of two substances
C1V1/N1 = C2V2/N2
Give the formula for % composition
(no. of atoms x relative atomic mass)/relative molecular mass * 100
Define empirical and molecular formula
- Empirical formula: Simplest ratio of different types of element in a compound
- Molecular formula: Actual number of each elements present in a molecule of the compound
Give the formula for % yield
Theoretical yield/Actual yield * 100
Give two assumptions in an ideal gas
- Volume of gas is negligible compared to volume of gas container
- Negligible intermolecular forces of attraction between gas particles
Give two conditions for achieving an ideal gas
- Low pressure –> Gas particles are far apart, resulting in insignificant volume of gas compared to volume of gas container
- High temperature –> Gas particles possess high kinetic energy to overcome intermolecular forces of attraction between them
Give the ideal gas law
pV = nRT
- P = Pressure (Pa)
- V = Volume (m^3)
- n = Amt (mol)
- R = 8.31 J k^-1 mol^-1
- T = Kelvin
Give the combined gas law
P1V1/T1 = P2V2/T2
- Units for P and V: Any as long as they are consistent
- Units for T: Kelvin