Consumption Flashcards
What was last term’s consumption function?
C=c(y-t)
What is the KCF?
C= ̅C+cY
where ̅C is a constant and Y intercept
c is the marginal propensity to consume which is the percentage of disposable income that is consumed
Y is the disposable income
What is the typical value of MPC in KCF and what does this mean?
MPC=c
which is between 0 and 1 which represents the fact that not all income is consumed some is saved.
Define APC. What is the APC for KCF? What does this mean?
- Consumption/income
- C/Y= ̅C/Y+c
- As income rises, consumption falls because the rich save more than the poor
What evidence supported the KCF at the time of its conception?
- Contextually, there was a deep recession which consumption to be strongly dependent on income which justifies the omission of interest rates.
- During the time, consumption were exceptionally low as expected because income was low.
- At the time income seemed to be the main driver of income which is why it is acceptable that the function is independent of interest rates.
What was the greatest fear with the KCF?
- As income continues to grow, consumption falls according to Keynes.
- This would mean a persistent weakness in demand for goods and services.
- During WW1 there was a fear that demand and therefore consumption would continue to fall when the government scaled back their war spending
- This would lead to secular stagnation
- Thankfully this did not happen
What was the evidence of Simon Kuznets questioned the validity of the KCF?
The collection of consumption of households over a long period of time:
- Keynes’ theory held up in the short run, APC decreased.
- However in the long run APC tends to be quite stable, even with large increases of income.
According to the Irving fisher model what is the main flaw of the KCF model?
- current consumption depends on current income in the KCF
- Its more realistic that current consumption is dependent upon expected income as well.
- Fisher’s model deals with forward looking consumers who make intertemporal consumption choices
What is the intertemporal budget constraint?
- Incorporates more than one time period and income can be transferred across time.
- For instance imagine someone with a two period life (working and then retirement)
- In the first period the consumer earns y1 and spends c1 and in the second period earns y2 and consumes c2.
- However the consumer can save or borrow which means their consumption is not limited to what they earn in each period.
According to fisher’s model, what is the equation for saving in period one?
How do we know if the consumer is borrowing?
S=y1-c1
if the consumer is a saver S>0, if the consumer is a borrower S
According to Fisher’s model what is the consumption restraint for a consumer in period 2?
c2=(1+r)S+y2
where r is the interest rate for both saving and borrowing
Substitute for S, then rearrange the c2 budget constraint to get like terms on the same side.
What does this mean?
c2=(1+r)S+y2 c2=(1+r)(y1-c1)+y2 c2-[(1+r)(y1-c1)]=y2 c2/(1+r)-(y1-c1)=y2/(1+r) c2/(1+r)+c1-y1=y2/(1+r) c1+c2/(1+r)=y1+y2/(1+r)
This means future consumption is cheaper than current consumption as savings from period one gain interest.
Graphically, what is the equation for the intertemporal budget constraint and how can you tell if the consumer is a borrower or saver?
c2= (1+r)c1+[(1+r)y1+y2]
Any point on the graph that is larger than y1 means the consumer is a borrower and any point on the graph that is smaller than y1 means the consumer is a saver.
How are preferences represented with Irving Fisher’s model?
- Consumer preference curves
- The slope of the indifference curve is the marginal rate of substitution.
- This can be defined as how much of one good a consumer is willing to sacrifice for an additional unit of another good.
- If a consumer is willing to give up a large amount of good A for one additional unit of good B then B is more valuable.
Explain the IBC
- Intertemporal budget consumption curve.
- It represents budget for consumer across two periods.
- Point of endowment is where Y1=Y2 where a consumer is neither a borrower or slave.
- If consumption point of c1 is before the endowment point it means the consumer is a a saver.
- If consumption point is above the point of endowment then the consumer is a borrower.