Title: COMPETENCY GOAL 3
1COMPETENCY GOAL 3
2The History of the Table
- Dobereiner (early 1800s) triads.
- Newlands (1865) atomic mass and octaves.
- Meyers and Mendeleev (1869) based on atomic
mass and columns with similar properties. - Moseley (1913) based on atomic number.
3The Periodic Law
- When elements are arranged in order of increasing
atomic number, their physical and chemical
properties show a periodic pattern.
4The Organization
- Groups or families and periods.
- Family names.
- Groups similar properties.
- Vertical columns vs. horizontal rows.
- Metals (transition inner transition),
nonmetals, and semi-metals.
5Electron Configuration
- Electrons in the highest principle energy level
- Outermost electrons
- Valence electrons
- Elements in a group have similar properties
because they have valence electrons in a similar
configuration. - Abbreviated electron configuration using the
noble gas inner core. - Four blocks (s, p, d, and f).
6Periodic TrendsA systematic variation in the
properties of elements going down a group or
across a period.
- Atomic radius.
- Ionic radius.
- Ionization energy.
- Electronegativity.
7Atomic Radius
- The distance from the center of an atoms nucleus
to its outermost electron. - Atoms get larger going down a group.
- Atoms get smaller moving from left to right
across each period.
8Ionic Radius
- Atom loses electrons positive ion smaller.
- Atom gains electrons negative ion larger.
- Ion trend (Left vs. Right side).
9Ionization Energy
- The energy needed to remove one of an atoms
electrons. - Measure of how strongly an atom holds onto its
outermost electron. - Ionization energies decrease as you move down a
group. - Ionization energies increase as you move from
left to right across a period. - Opposite the atomic radius trends.
10Electronegativity
- Reflects the ability to attract electrons in a
chemical bond. - Related to its ionization energy and electron
affinity. - Increases as you move from left to right and
decreases as you move down.
11The Bridge
mass
particles
MOLE
volume
12Molar Mass
- Distribute the subscript outside the ( ).
- List the elements in the compound.
- List the number of atoms for each.
- Look up the atomic mass for each and multiply by
the number of atoms. - Include significant figures and scientific
notation as required.
13Mole Conversions
- Mass to moles.
- Moles to mass.
- Moles to particles.
- Particles to moles.
- Volume.
14Diatomic Molecules
15Indicators of a Chemical Reaction
- Formation of a precipitate.
- Evolution of a gas.
- Color change.
- Absorption or release of heat.
16STOICHIOMETRY - EQUATIONS
- Stoichiometry the study of quantitative
relationships that exist in chemical formulas and
reactions.
17The Process
- Balance the equation.
- Identify the known and unknown.
- Convert the known units to moles
- Multiply by mole ratio.
- Moles of unknown / moles of known
- Convert the moles of unknown to the desired
units.
18 CompositionThe mass of each element in a
compound compared to the entire mass of the
compound.
- Solve for the molar mass
- Solve for each element using the formula
- part X 100
- whole
- The sum of the percentages should equal 100.
- Example.
19Empirical FormulaA formula that gives the
simplest whole number ratio of the atoms of the
elements.
- Assume 100g and convert all signs to grams.
- Convert grams of elements to moles.
- Divide all the elements by the lowest of moles
to get the ratio. - Write the empirical formula.
- Rounding
- 0.01-0.44 round DOWN
- 0.45-0.55 multiply by 2
- 0.56-0.99 round UP
20Empirical FormulaA formula that gives the
simplest whole number ratio of the atoms of the
elements.
- Determine the empirical formula for the compound
that contains 80.38 Bi, 1.16 H, and 18.46
O.
21Molecular FormulaThe formula that gives the
actual of atoms of each element in a molecular
compound.
- The molecular formula is a multiple of the
empirical formula.
Add 2 more steps!!!! MM multiplier EM Distribu
te the multiplier!!!!!!
22Molecular FormulaThe formula that gives the
actual of atoms of each element in a molecular
compound.
- The molecular weight is 466.0 g and the empirical
formula is C2H4O1. Determine the molecular
formula. - A compound is analyzed and determined to have an
empirical formula of C6H8O and a molar mass of
290 g/mol. What is the molecular formula?
23Empirical and Molecular Formulas
- Determine the empirical formula for compounds
that have the following analyses - 60.9 As and 39.1 S.
- 76.89 Re and 23.12 O.
- A 2.65 g sample of a salmon-colored powder
contains 0.70 g of chromium, 0.65 g of sulfur,
and 1.30 g of oxygen. The molar mass is 392.2.
What is the formula of the compound? - Determine the molecular formulas for compounds
having the following empirical formulas and molar
masses - C2H4S molar mass 179g.
- C2H3O2 molar mass 119g.