PART A Flashcards
Completeness
A consumer either prefers one of the bundles to the other, or is indifferent between the two bundles
Transitivity
If consumer prefers bundle A to B, and prefers B to C, then consumer should prefer bundle A to C. Similarly if indifferent
Monotonicity
Any marginal increase in the quantity of a good generates an increase in a consumer’s utility.
More is better!
Indifference Curve
Represents different levels of utility a consumer derives from consuming different combinations of goods.
Budget Constraint
Possible combinations of two goods that can be purchased given a specific budget
MRS
Gradient of IC. Maximum amount of one good the consumer would be willing to sacrifice in order to obtain one more unit of another good.
MRS = -MUx/MUy
MRT
Gradient of BC. The amount of one good that must be forgone to produce an additional unit of another good while keeping the overall level of production constant.
MRT = -Px/Py
MRTP
Rate at which individuals value present consumption compared to future consumption. It represents the trade-off between consuming resources now versus saving or investing them for future consumption.
Gradient of IC between C1 and C2 as axis
MRTS
rate at which one input can be substituted for another in the production process while keeping the level of output constant. MPL/MPK
Gradient of Isoquant with Labour (Y axis) and Capital on axis
Interior Solution
Interior solutions exhibit optimal quantities that are positive for both goods,
At such a point, notice the following condition holds because the slope of the IC equals the slope of the BC.
Corner Solution
Sometimes, an interior solution may not exist because there is no possible point where MRS=MRT
Highest IC the consumer can reach where the optimal quantity of one of the goods is zero. This will occur when the MRS is greater or less than the MRT.
Utility possibilities frontier
Shows combinations of consumer A and B utility that correspond to contract curve. For a certain level of persons A utility what is the max utility B can have
Normal good
∂𝑞Y/∂M > 0
Inferior good
∂𝑞Y/∂M < 0
Substitutes
𝜕𝑞X /𝜕𝑝𝑌 > 0
Complements
𝜕𝑞𝑋 /𝜕𝑝𝑌< 0
Independent goods
𝜕𝑞𝑋 /𝜕𝑝𝑌= 0
Ordinary good
𝜕𝑞𝑌 /𝜕𝑝𝑌< 0
Giffen good
𝜕𝑞𝑌 /𝜕𝑝𝑌> 0
Income elasticity
% change in qy/ % change in M
Cross price elasticity
% change in qx / % change in px
Substitution effect
The change in demand, holding the other price and utility constant. Purely the impact of a change in relative prices.