Föreläsning 5-13 Flashcards
Why is it important to understand what determines consumption?
Saving = income minus consumption, so we can consume in the future.
Long term
Closed economy: Saving effects the investments and thus capital stock and thus the income level
Open economy: Saving affects the current account and foreign debt and thus the income level
What is the relationship between consumption and GDP in the short term?
Consumption is the largest component of demand, accounting for approximately 50% of GDP, and varies roughly as much as GDP itself. Meaning consumtion growth will follow GDP growth.
What does the consumer’s budget constraint consist of in a two-period model?
Saving = income minus consumption, i.e., A2 = Y1L - C1 (Income in period one minus consumption in period 1)
and Consumption in the next period: C2 = Y2L + A2 + rA2. (Income plus savings and the interest rate of those savings)
From the two expression we can derive a budget constraint for the whole lifetime (period 1 and 2)
How does consumption in period 2 depend on period 1 consumption?
If the consumer consumes one unit more in period 1, consumption in period 2 must decrease by 1+r units.
What does the slope of the budget line represent?
The slope is -(1+r), indicating the trade-off between consumption in period 1 and period 2.
What is the utility function for a consumer in intertemporal preferences?
U(C1, C2) = u(C1) + u(C2) / 1 + ρ.
What does a high subjective discount rate (ρ) indicate about the consumer?
The consumer is impatient and cares little about the future.
We assume that ρ > 0, meaning the consumer values consumption today more than consumption in the future.
What is the optimal consumption choice condition?
The slope of the budget line equals the marginal rate of substitution (MRS).
When the indifference curve is tangent to the budget line.
What happens when the real interest rate increases for a net saver?
Higher interest rates make savings more attractive, leading to lower consumption now and higher in the future.
Explain the substituation effect of an interest rate increase in a net saver (Y > C1)
Higher interest rate makes savings more attractive: lower consumption now, higher in the future
Explain the income effect of an interest rate increase in a net saver (Y > C1)
Higher interest rate makes the consumer richer: higher consumption both now and in the future, assuming the consumer is a net saver from the beginning (borrower: lower consumption both now and in the future)
What is the implication of the permanent income hypothesis?
Consumption is only affected by changes in permanent income.
Define the natural real interest rate (rn).
Where aggregate demand equals natural output.
What does the Fisher equation represent?
i = r + π, indicating the relationship between nominal interest rates and inflation. higher inflation leads to higher nominal interest rates
What are the factors determining the consumption function?
- Current income, Y
- Expected future income, Ye
- Real interest rate, r
- Assets, A.
What is the effect of a decrease in the subjective discount rate (ρ’)?
Households want to save more, leading to higher capital accumulation.
What is the balanced growth path in the context of population growth and technological development?
K and Y grow at a constant rate while k and y remain constant.
What is the relationship between income and consumption growth?
Income and consumption will grow at the same rate.
This implies that as the economy grows, both income and consumption increase proportionally.
What is the equation that relates the real interest rate to the subjective discount rate and technological development?
1 + g = 1 + rt / 1 + ρ → ȓ ≈ ρ + g
This equation shows the approximation of the real interest rate based on the subjective discount rate (ρ) and the growth rate (g).
What happens when r = ρ?
Consumers want to borrow today to consume the same amount today as in the future.
What does it mean when r = ρ + g?
The interest rate is high enough for consumers to accept consuming less today relative to the future.
What is the equilibrium condition denoted as k*?
k* represents the steady state of capital per effective worker.
What role does capital accumulation play in economic growth?
Capital accumulation plays a central role in economic growth.
What factors are necessary for long-term growth?
Population growth and/or technological development.