Individual Demand Curve Flashcards
Week 4
Concerning a Budget Change along the x-axis(fall in price of good x), what is the effect on consumption?
- As the Budget is increased, your consumption would increase from x1 to x2
If you connect all points on all indifference curves and budget constraints, what do you get (\) ?
- Price-Consumption Curve of a good
- This is just a Demand Curve
Concerning an Income Change, what is the effect on the Budget line?
- There is a parallel shift from B0 to B1
What Is the Income Effect?
- The total effect of a change in price that results from the associated change in real purchasing power
If you connect all points on all indifference curves and budget constraints, what do you get (/) ?
- Income-Consumption Curve of a good
- ICC=PCC for changes in income
- This is also an Engel curve
Explain the Income Effect Using Graphical Reference
- From B0 to B1, relative price of good x is constant
- This means that only a change in income will affect purchasing power, thus reducing consumption
What is the Substitution Effect?
- The total effect of a change in price that results from the associated change in the relative price of goods
Explain the Substitution Effect Using Graphical Reference
- From B0 to B1, relative price of good x increases
- Purchasing power also falls too
- B’ allows consumers to gain the same utility but at a new price point
- Consumers Substitute away from good x towards good y
What is a Normal good?
- A good that as Income increases, so does consumption
- As dP>0, the Substitution Effect and the Income Effect are both negative
- There is a large negative Effect from S0 to S1
What is an Inferior Good?
- A good that as Income increases, Consumption decreases
- As dP>0, the Substitution Effect is Negative, whilst the Income Effect is Positive
- There is a smaller negative Effect from S0 to S1
Why is Elasticity good?
- It is not affected by units
Elasticity when |E|>1 is …
- Elastic
Elasticity when |E|<1 is …
- Inelastic
What are the different elasticities at each point on the curve
- At the top, |E|>1
- In the middle, |E|= 1
- At the bottom, |E|<1
- As the elasticities affect expenditures differently, expenditure is maximised when |E|= 1