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Cards (2982)
When analysing markets, a range of
assumptions
are made about the
rationality
of economic agents involved in the transactions
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The Wealth of Nations was written
1776
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Rational
(in classical economic theory)
economic agents
are able to consider the outcome of their choices and recognise the net
benefits
of each one
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Producers act
rationally
by
Selling
goods/services in a way that
maximises
their profits
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Workers act
rationally
by
Balancing
welfare
at work with consideration of both
pay
and benefits
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Governments act
rationally
by
Placing the
interests
of the people they serve first in order to maximise their
welfare
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Groups assumed to act
rationally
Consumers
Producers
Workers
Governments
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Rationality
in classical economic theory is a
flawed
assumption as people usually don't act rationally
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A firm increases advertising
Demand curve
shifts
right
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Demand curve shifting right
Increases
the equilibrium
price
and quantity
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Marginal
utility
The
additional
utility (satisfaction) gained from the consumption of an
additional
product
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If you add up
marginal
utility for each unit you get
total
utility
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Order Reaction
Zeroth
order
First
order
Second
order
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[A]
Concentration
of reactant
A
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ln
[
A
]
Natural logarithm
of the
concentration
of reactant A
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1/[A]
Reciprocal
of the
concentration
of reactant A
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m
Order of the
reaction
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Rate Law
Equation that describes the relationship between the rate of a
reaction
and the
concentrations
of the reactants
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Integrated
Rate
Law
Equation that describes the relationship between the
concentration
of a reactant and time for a given
reaction
order
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Half Life
Time required for the
concentration
of a reactant to decrease to
half
of its initial value
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Units
of
Rate
Units used to express the
rate
of a
reaction
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Constant
Value that determines the rate of a
reaction
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Zeroth order reaction
1. R =
k
2. [A] = [A]
0
-
kt
3. t1/
2
= [A]
0
/2k
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First order reaction
1. R =
k
[
A
]
2. [A] = [A]
0
* e^(-
kt
)
3. t1/
2
= ln(
2
)/k
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Second order reaction
1. R =
k[A]^2
2. [A] =
1/(1/[A]0
+
kt
)
3. t1/2 =
1/k[A]0
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At
low
substrate concentrations, the reaction is approximately
first-order
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At very high substrate concentration, the reaction approximates
zero-order
since the reaction ceases to depend on substrate
concentration
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Equivalence point
When equivalent amounts of
acid
and
base
have reacted
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pH at equivalence point
Strong
acid
+ strong
base
, pH = 7
Weak acid +
strong base
, pH >
7
Weak base +
strong acid
, pH <
7
Weak acid + weak base, pH > or <
7
depending on the relative
strength
of the acid and base
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Indicators
Weak acids or bases that display different colors in the
protonated
and deprotonated forms. The indicator's
pKa
should be close the pH of the equivalence point.
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Indicators
Litmus:
Acid
= red; Base = blue; Neutral =
purple
Phenolphthalein: pH < 8.2 =
colorless
; pH > 8.2 =
purple
Methyl Orange: pH < 3.1 =
red
; pH > 4.4 =
yellow
Bromophenol Blue: pH < 6 =
yellow
; pH > 8 =
blue
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Endpoint
When
indicator
reaches
full color
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Polyvalent acid
/
base titrations
Multiple buffering regions
and
equivalence points
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Buffer
Weak
acid
+
conjugate
salt
Weak
base
+
conjugate
salt
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Buffering capacity
The ability of a buffer to resist changes in
pH. Maximum buffering capacity
is within 1 pH point of the
pKa.
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When [A-] = [HA] at the
half equivalence point
,
log(1)
= 0,
so
pH = pKa
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Burette,
conical flask
,
titrant
(strong acid), analyte/titrand (weak base) are used in a titration setup
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At the midpoint, pOH =
pKb
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Oxidation number rules
Any free element or diatomic species =
0
Monatomic ion = the
charge
of the ion
Group 1A metals =
+1
in compounds, group 2A metals =
+2
in compounds
Group 7A elements = -1 in compounds,
unless
combined with a more
electronegative
element
H = +1 unless paired with a less
electronegative
element, then =
-1
O =
-2
except in peroxides (
-1
) or compounds with more electronegative elements
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The sum of all
oxidation
numbers in a compound must
equal
the overall charge
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