consumer theory Flashcards

(26 cards)

1
Q

utility

A

the pleasure or satisfaction one gets from a product
is subjective

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2
Q

marginal utility

A

-Extra satisfaction a consumer realises from an additional unit of that product
-decreases as consumption increases
(plotted at halfway points)
can become negative (@ and past max point of TU where TU starts decreasing)

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3
Q

measuring utility

A

cardinal : quantify untility into units- utils
ordinal: not quantifiable

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4
Q

Law of diminishing marginal utility

A

As consumers consumes more of a product, the MU decreases

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5
Q

total utility

A
  • Total amount of satisfaction/pleasure a person derives from consuming some specific quantity of a good or service
    -increases at a decreasing rate
    -can decrease (when overconsumption)
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6
Q

theory of consumer behaviour

A

rational behaviour (consumer wants to maximise utility)
preferences (consumers knows what they want and know how much MU they will get from successive units)
budget constraints (limited income + prices of products)
budget management (full budget used up)
prices (not influenced by individual buyer

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7
Q

purchase decisions

A
  • look @MU per rand of each product
    choose product w larger MU and buy 1 unit
    choose product w second largest MU and buy
    continue till budget exhausted
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8
Q

utility maximising position

A

MUa /Pa = MUb/Pb
the last rand spent on each product yields the same MU

and budget exhausted

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9
Q

paradox of value

A

Adam Smith

Water has much total utility, but because its abundant, low marginal utility

Diamonds have little total utility , but because they are scarce, they have high marginal utility

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10
Q

indifference curve

A

same utility at every point on curve
quantities on x axis
“indifferent between combos)
downward sloping, to increase the quantity of one thing i have to give up something else
cant cross each other (proof)
Want to be on highest possible/most right IC

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11
Q

cardinal graph

A

utility on y axis
quantity on x axis

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12
Q

MRS

A

marginal rate of substitution
why IC are convex w/ respect to origin
rate at which a consumer is willing to substitute one good for another (from a given combination of goods) and remain equally satisfied (have the same total utility); equal to the slope of a consumer’s indifference curve at each point on the curve.

= Qauntity Y/Quantity X

less MRS- flatter IC
greater MRS- steeper IC

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13
Q

budget line

A

line showing various combos of 2 products consumer can purchase w a specific income
axis intercepts- whole budget spent on either
slope= - PriceX/PriceY
slope = opportunity cost, ratio of prices=rate at which you can trade one good for the other in the marketplace.

QY? left over money/Py
where left over money = budget - QxPx

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14
Q

attainable

A

all combos on or inside BL are attainable
inside- not max utility, must be on BL
beyond BL- unattainable

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15
Q

budget line movements

A

income change:
increase-parallel shift right
decrease-parallel shift left

Price of one changes:
pivot budget line
opportunity cost changes: product becomes cheaper, opportunity cost of other becomes greater

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16
Q

consumer eqm

A

@ POI of BL and IC
optimal IC- curve forms tangent to BL
slope IC=slope BL
therefore MRS=Opportunity cost

the rate at which the consumer is willing to give up product Y for one extra unit of X (MRS) is = to the number of units of Y given up for one unit of X (OC)

17
Q

price of product x decreases

A

x becomes relatively cheaper than Y (substitution effect) and product y by implication becomes more expensive

the real income (purchasing power) of the consumer increases (income effect)

18
Q

total effect

A

B-A
total before and afterr

19
Q

income effect

A

B-C
Big cheques

20
Q

substitution effect

A

C-A
change appetite

21
Q

disentangle effect

A

og eqm A
point on new BL b
take new budget line after price increase and bring it to tangent to IC, parallel to new BL
label new eqm C
total A-B
income
C-B
substitution
C-A

22
Q

get to utility eqm point

A

cant change prices
can increase or decrease MU’s by changing consumption

23
Q

increase MU of A

A

decrease consumption of A

(price a increases, quantity demanded of A decreases)

24
Q

decrease MU=of B

A

increase consumption of B

(price b decreases, quantity demanded of B increases)

25
indifference curves convex with respect to origin
Rate at which I am willing to give up one for the other. Willing to give up more initially- have more. As product becomes scarcer, willing to give up less. decreasing marginal rate of substitution
26
increase in income
Budget increases Prices of x and y remain unchanged Slope of BL same BL will shift parallel outwards, new intercepts(quantities) : Qy=y-int: M/Py Qx= x-int: M/Px