C.W. BAKER HIGH SCHOOL
Core V Review
Prepared by K.
Schmidt/M. Foster

1.
physical
- can be described without changing identity of material
a.extensive depend
on sample size
b.intensive independent of sample
size
2.
chemical
changes the identity of material
B.
States
(Phases) of Matter
1.
Solid
(vibrational motion)
a.
amorphorous
No geometric patterns (glass, wax)
b.
crystalline
regular geometric patterns
2.
Liquid
(vibrational and rotational motion)
a.
vapor
pressure when liquids evaporate in a closed system
b.
boiling
point when atmospheric pressure = vapor pressure
c.
Normal
Boiling Point boiling point at 1 atm pressure.
3.
Gas
( vibrational, rotational, and translational motion)
a.
maximum
entropy
b.
maximum
potential energy
c.
weakest
bonds (Van der Waals)
C.
Phase
Changes

D. Classification
1.
Elements-
CAN NOT be broken down!
2.
Compounds-
CAN be broken down chemically
3.
Mixtures
physical combinations of elements or compounds
a.
heterogeneous different properties throughout
Examples:
b.
homogeneous
-same properties throughout (SOLUTIONS)
Examples:
A.
Solubility-
determines how much solute will dissolve in a given amount of solvent.
1. like dissolves like polar solvents dissolve polar solutes, non-polar solvents dissolve non-polar solutes.
2.
solubility
curves region above the curve is supersaturated, the curve is saturated,
region below the curves is unsaturated (see reference table G)
B.
Concentration
units
Molarity = moles of solute
C.
Colligative
Properties adding a solute to a pure solvent will:
1.
elevate
the boiling point
2.
lower
the freezing point
3.
lower
the vapor pressure
4.
electrolytic
solutes (i.e. salts) will have a greater effect on collegative properties than
nonelectrolytic solutes like sugar.
III. Energy
A. Forms
1.
Kinetic
motion, KE = ½ mv2
a.
Temperature measures AVE. kinetic energy!!!!!
2.
Potential
positional, stored
3.
Heat
always flows from high temp to low temp.
B. Calorimetry
Heat =(mass of water)(change
of temp)(specific heat)
Q = m x DT x C
A. Kinetic Molecular Theory (Ideal Gas Model)
- continuous motion
- volume is negligible
- NO BONDS!
-
collision theory
B. Boyles Law as pressure increases,
volume decreases (constant T)
PV = constant
C. Charles Law as temperature increases, volume
increases (constant P)
T
D.
Combined
Gas Law
P1V1 = P2V2
T1 T2
The sum of the partial pressures of a gas mixture is equal to the total pressure of the mixture.
F.
Avogadros
Law
Equal volumes of gases under the same temperature and
pressure contain the same number of particles.
At STP, 1 mole of a gas = 22.4 liters