AP Chemistry Test Chapters 6-9
Chapter 6- Gases
Equations:
Combined Gas Law
|
P1V1 = P2V2
T1 T2
|
Boyle’s Law
|
P1V1 = P2V2 PV=K
|
Charles’ Law
|
V1 = V2 V = K
T1 T2 T
|
Gay Lusac’s Law
|
P1 = P2 P = K
T1 T2 T
|
Ideal Gas Law
|
PV=nRT R=.0821 liters
atm
n Kelvin
|
Ideal Gas Law Variation
|
MW= wtRT MW= DRT
PV P
|
Dalton’s Law of Partial Pressure
|
Ptotal = P1 + P2…
|
Rault’s Law
|
Px = nxPT
|
Graham’s Law of Effusion
|
Rate1 = √MW2 = T2
Rate2 √MW1 T1
|
Corrected Ideal Gas Law/ Van Der Waals Equation
|
(P+n2a)(V-nb) = nRT
V2
|
Root Mean Square Speed
|
U2 = 3RT
MW
R=8.31 x 107 g cm2 s2 n K |
Essay- KMT
Why was the ideal gas law revised?
The KMT was established to mathematically derive the gas
laws. Two of the theories 5 postulates,
however, are false. These false
postulates state that gases have no volume and no attractive forces. Under high pressure, a gas’ volume becomes
significant, so gases do have volume. We
also know that there are intermolecular forces between gas molecules. Since these two postulates were proven false,
the ideal gas law had to be rewritten to work for all gases. Attractive forces were added to the pressure
to account for the attractive forces that exist between gases. The volume of the gas is subtracted from the
volume of the container to account for the volume of a gas.
Chapter 7- Electronic
Structure
Equations:
Planck’s Constant
|
6.63 x 10-34 J sec
Particle (photon)
|
Energy of Light (chemists)
|
E = 1.196 x 105 KJ
λ n
|
Energy of Light (physicists)
|
E = 1.986 x 10-25 J .
λ particle
|
Energy of H2
|
E = -2.179 x 10-18 J .
n2 particle
n=shell # |
Energy of H2
|
E = -1312 KJ
n2 mole
n=shell # |
DeBroglie Equation
|
λ = h
mV m= mass
V= velocity
h= planck's constant |
λ blue light =
400nm / 4000 Å
λ red light =
700nm/ 7000 Å
Quantized energy-
energy absorbed when an electron jumps from the ground state to an excited
state. When the electron falls back down
to the ground state, the quantized energy is emitted as light.
Hydrogen Spectra
Hund’s Rule of Maximum Multiplicity
-
Subshells which are ½ or completely filled have
an enhanced stability
-
A shift of one electron from an s to a d or f
orbital makes all shells ½ or completely filled
-
“Dental metals” are unreactive because of Hund’s
rule (Cu, Ag, Au, Cr, Pt)
-
When you go across a period on the periodic
table, the ionization energy does not increase smoothly because of Hund’s rule.
Chapter 8- Periodic
Law
-
Amount of energy required to remove and electron
from an atom
-
As you go across a period, the Ie increases
-
As you go down a row, the Ie decreases
Electronegativity
-
Relative attraction for an electron
-
As you go across a period, the En increases
-
As you go down a row, the En decreases
Atomic radius
-
Distance from the nucleus to the outer shell
-
Decreases as you go across a period (more
protons pulling electrons closer)
-
Increases as you go down a row (more shells)
Electron affinity
-
Amount of energy required for an atom to gain an
electron
-
Reverse of Ie
Alloys
-
A material with metallic properties that
contains two or more elements, at least one being a metal
-
Lower melting point
-
Increases the hardness
-
Lowers the electrical and thermal conductivity
Reactions with Hydrogen
-
Group 1 and 2 metals react with hydrogen at high
temperatures to form ionic hydrides
-
Ionic hydrides contain H- ions, and
are often called saline hydrides
-
Saline hydrides react with water to produce
hydrogen gas
Reactions with Water
-
Group 1 and 2 metals react with water to produce
hydrogen gas, simultaneously creating a water solution of alkali
hydroxide. These reactions produce a lot
of heat (big – ΔH)
Reactions with Oxygen
-
When oxygen reacts with metals from groups 1 and
2, three different oxides can form- oxide, peroxide, or superoxide
-
Oxides contain O-2 and a metal ion
o Group
1 oxide- M2O (2 M+ ions and 1 O-2 ion)
o Group
2 oxide- MO (1 M+2 ion and 1 O-2 ion)
-
Peroxides contain O2-2 and
produce hydrogen peroxide when added to water (most important are Na2O2
and BaO2)
-
Superoxides contain O2-
(most important is KO2)
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