Introduction: Key Methodological Concepts Flashcards
What are the two “three-legged stools” of economics?
1) concepts, techniques, connections 2) graphs, math, intuition
Explain concepts, techniques, and connections using the law of supply and demand
Use techniques to explore concepts which connect to a larger picture
1) concept of demand (increase in price leads to a decrease in QD); concept of supply (increase in price leads to an increase in QS)
2) use this to determine equilibrium price and quantity – technique
3) connection = understanding the purpose/importance of equilibrium –> markets are capable of allocating scarce resources, and the “right” allocation of resources leads to efficiency
Explain graphs, math, and intuition using the law of supply and demand
1) draw a graph of supply and demand 2) use math to set two linear equations equal to each other, and solve the point where they intersect = equilibrium 3) give an explanation (intuition) of equilibrium – e.g. equilibrium is the only price (P*) and quantity (Q*) where the market will be clear, i.e. QD = QS
How do the two three-legged stools align?
concept~graph technique~math connection~intuition
Why is the existence of equilibrium just the beginning of the story?
Not all markets are in equilibrium, but they are moving toward it Existence of equilibrium = useful concept from which we look at shifts in supply and/or demand –> change in price –> quantity adjusts –> move from one equilibrium to another ==> the importance of markets is that it can shift from one equilibrium to another, i.e. it can adjust to outside (exogenous) events
Talk about equilibrium in the context of models
Equilibrium is a useful deduction that stems from the logic of the model (an abstraction, not a real world constant outcome)
Explain comparative static analysis
–> Obtaining predictions by comparing an initial equilibrium to a subsequent equilibrium followed by a change in a relevant parameter of an economic model, i.e. compare one static equilibrium to another static equilibrium ==> not looking at “adjustment path” but rather two distinct points
What are parameters?
Parameters capture the exogenous factors. They describe the function and are always fixed. For example, consider y = mx + b –> x and y are variables –> m and b are parameters, i.e. constants
Explain the importance of ceteris paribus
all other things are captured in the parameter
What is the relationship between P and Q?
endogenous
What is the goal of constrained optimization?
Maximize (or minimize) an objective subject to a constraint; for example, maximize happiness subject to limited income, minimize the cost of an output level subject to input prices, etc.
Why is the “marginal” perspective for optimal-decision making especially important when considering constrained optimization?
-rational economic decisions are not typically “all or nothing” -for example, the article about HOT lanes –> people make decisions at the margin (such as walking to work instead of driving) = INCREMENTAL adjustment -calculus is used to analyze these increments -in the case of nonlinear functions, the only way to optimize is to use calculus
What is model building?
reasoning how variables are related
What are the steps in building a model?
1) assumptions of what it means to be rational 2) abstraction 3) variables
Explain the first step in building a model: assumptions of what it means to be rational
-rational household = maximize utility -rational firm = maximize profit ==> when building a model, assume that all actors are acting rationally