Podcast
Questions and Answers
Which of the following equations represents the basic relationship in a closed economy?
Which of the following equations represents the basic relationship in a closed economy?
- Y = C + I - G
- Y = C - I + G
- Y = C - I - G
- Y = C + I + G (correct)
Assumptions about demand-driven production suggest that fluctuations in demand are an unimportant phenomenon.
Assumptions about demand-driven production suggest that fluctuations in demand are an unimportant phenomenon.
False (B)
What term describes the present value of future cash flows, adjusted for the time value of money?
What term describes the present value of future cash flows, adjusted for the time value of money?
Now value
The __________ rate is approximately equal to the nominal interest rate minus inflation.
The __________ rate is approximately equal to the nominal interest rate minus inflation.
Match the investment project net values with the appropriate investment decision, assuming the goal is to maximize value:
Match the investment project net values with the appropriate investment decision, assuming the goal is to maximize value:
What effect does a lower interest rate typically have on projects with large upfront costs and later returns?
What effect does a lower interest rate typically have on projects with large upfront costs and later returns?
When evaluating projects with similar risk profiles, a lower discount rate should be applied to riskier projects to account for uncertainty.
When evaluating projects with similar risk profiles, a lower discount rate should be applied to riskier projects to account for uncertainty.
What is the term for the interest rate used in discounting future cash flows to their present value?
What is the term for the interest rate used in discounting future cash flows to their present value?
A high discount rate favors projects with _____ returns, while a low discount rate favors projects with _____ returns.
A high discount rate favors projects with _____ returns, while a low discount rate favors projects with _____ returns.
Match the following investment characteristics to their impact on investment decisions, given a constant required rate of return:
Match the following investment characteristics to their impact on investment decisions, given a constant required rate of return:
What does increasing the discount rate typically reflect in project evaluation?
What does increasing the discount rate typically reflect in project evaluation?
Using a normal interest rate for discounting is universally accepted as the best approach for evaluating climate-friendly projects.
Using a normal interest rate for discounting is universally accepted as the best approach for evaluating climate-friendly projects.
Explain the main difference between using nominal interest rates and real interest rates in discounting.
Explain the main difference between using nominal interest rates and real interest rates in discounting.
If cash flows are stated in nominal terms, the discount rate should be based on the ________ interest rate; if cash flows are in inflation-adjusted terms, use the _______ interest rate.
If cash flows are stated in nominal terms, the discount rate should be based on the ________ interest rate; if cash flows are in inflation-adjusted terms, use the _______ interest rate.
Match the following interest rate types to their most appropriate application in investment analysis:
Match the following interest rate types to their most appropriate application in investment analysis:
Which rate is typically considered more relevant for investment decisions: the real interest rate or the nominal interest rate?
Which rate is typically considered more relevant for investment decisions: the real interest rate or the nominal interest rate?
Whether a project is financed by borrowing or using existing capital affects the discount rate applied when evaluating the project.
Whether a project is financed by borrowing or using existing capital affects the discount rate applied when evaluating the project.
What is the primary function of the investment function $I = I(Y, r, z^1)$?
What is the primary function of the investment function $I = I(Y, r, z^1)$?
In the investment function $I = z^1 + b_1Y - b_2r$, the coefficient $b_2$ represents the sensitivity of investment to changes in the ________ .
In the investment function $I = z^1 + b_1Y - b_2r$, the coefficient $b_2$ represents the sensitivity of investment to changes in the ________ .
Match the factors with their expected effect on investment levels:
Match the factors with their expected effect on investment levels:
According to the investment function, what is the likely impact of an increase in the interest rate on investment levels?
According to the investment function, what is the likely impact of an increase in the interest rate on investment levels?
According to macroeconomic theory, current income is the sole determinant of consumption.
According to macroeconomic theory, current income is the sole determinant of consumption.
What type of households may show a stronger relationship between current income and consumption?
What type of households may show a stronger relationship between current income and consumption?
According to standard macroeconomic models, an increase in the interest rate will have an indeterminate effect on the total consumption of _____.
According to standard macroeconomic models, an increase in the interest rate will have an indeterminate effect on the total consumption of _____.
Match the following consumption effects relating to being a net borrower and an interest rate increase:
Match the following consumption effects relating to being a net borrower and an interest rate increase:
Which of the following statements is most accurate regarding the effect of an interest rate increase on consumption?
Which of the following statements is most accurate regarding the effect of an interest rate increase on consumption?
Rent increases always lead to construction decreases.
Rent increases always lead to construction decreases.
In countries with a prevalence of variable interest rates, how does monetary policy compare to countries with fixed interest rates?
In countries with a prevalence of variable interest rates, how does monetary policy compare to countries with fixed interest rates?
A large proportion of household debt in a country can make monetary policy more _________.
A large proportion of household debt in a country can make monetary policy more _________.
Match whether the following are considered procyclical, acyclical, and countercyclical:
Match whether the following are considered procyclical, acyclical, and countercyclical:
Flashcards
Total etterspørsel formel
Total etterspørsel formel
Total etterspørsel i en lukket økonomi er summen av konsum (C), investering (I) og offentlige utgifter (G).
Diskontering
Diskontering
Den prosessen å finne nåverdien av en sum penger som skal mottas i fremtiden.
Diskonteringsfaktor
Diskonteringsfaktor
En faktor som brukes for å redusere verdien av fremtidige betalinger til dagens verdi. Formel: 1/(1+r)
Nåverdi
Nåverdi
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Investeringsbeslutning
Investeringsbeslutning
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Internrente
Internrente
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Realrente
Realrente
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Investeringsfunksjon
Investeringsfunksjon
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Rentefølsomme investeringer
Rentefølsomme investeringer
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Konsumfunksjon
Konsumfunksjon
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Kredittbeskrankede husholdninger
Kredittbeskrankede husholdninger
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Gjeldsbelastning
Gjeldsbelastning
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Prosyklisk finanspolitikk
Prosyklisk finanspolitikk
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Study Notes
- The lecture note focuses on demand, investment, and consumption in macroeconomics, specifically in a closed economy.
- It explores the role of real interest rates and income levels (Y) and their impact on the three demand components.
Macro Demand Side (Closed Economy)
- Assumptions about demand-driven production make demand fluctuations important.
- Y = C + I + G represents the components of demand in an economy – Consumption, Investment and Government Spending.
Investments
- An Investment project involves both payments and receipts at different times.
- The nominal interest rate is "the normal" interest rate.
- A discount factor is used to bring all investments to a common value, or present day value, for comparison purposes.
- Discount factor is given by (1/(1+i)) or (1/(1+r)).
- Cash flow can be converted to present value using discounting.
Discount Factor and Present Value
- Comparing project returns with bank placements can be done by ensuring the project yields at least as much as a bank placement, defined as Y = 100 * (1 + r)
- Current day values are obtained by dividing by (1 + r).
- Present values are calculated by Y / (1 + r) = 100.
- This present value calculation determines the internal rate.
- For example, calculating the net present value (NPV) can be given as: NV = - K + (1 / (1 + i))*Y + (1 / (1 + i)^2)*Y = -100 + (1 / 1.05))*60 + (1 / 1.05^2)*60 = -100 + 57.1 + 54.4 = 11.5
- Long-term future revenues are less relevant to present value.
Investment Projects
- NV-1 = 1000
- NV-2 = 500
- NV-3 = 200
- NV-4 = -100
- Only projects with values above 0 will be realized.
Interest Rate for Project Selection
- Lower interest rates promote projects with significant upfront costs but higher revenues later, and vice versa.
- Lower real interest rates promote wind power, railways, oil development, and highways.
- Norway's discount rate (real interest rate) is 4% -- 3% -- 2% depending on project length with a the standard being 4% for up to 40 years.
- It was revised to 4% real interest in 2021 during a low-interest period.
- A real interest rate of 4% now equals a 7% nominal interest rate, considered low for risky projects.
- Projects are evaluated if they are growth stocks versus value stocks.
Climate-Friendly Discounting
- The long-term costs of climate change imply that discounting reduces the value of the distant future.
- Considerations include normal interest rates versus nearly zero to benefit future generations.
- Responses can vary and are often debated.
Real Interest Rate
- Real interest rate is approximately the nominal interest rate minus inflation.
- A discount factor based on the nominal interest rate should be used when starting with a cash flow of nominal costs or revenues.
- a discount factor based on the real interest rate should be used when starting with inflation-Adjusted figures.
Real versus Nominal Interest Rate
- Either real or nominal interest rates affect investment choices and other economic decisions.
- Real interest rates are the standard response.
- Rising interest rates, inflation, and uncertain real interest rates can hinder housing construction.
Lending
- Lending assumes equal interest rates for borrowing and lending.
- Interest rates affect projects regardless of project financing which could be paying interest on borrowed or lost interest.
Investment Function
- I = I (Y, r, z¹) shows that investment depends on income, interest rate and other factors
- I = z¹ + b₁Y − b₂r equation represents these factors.
- Investments depend on how much income is expected and the availability of finances.
- Investments hinge on interest rates, as returns decrease with increased interest expenses.
Interest-Sensitive Investments
- Home building is being cooled by high interest rates where some corporate investments can be less interest-sensitive.
- The use of construction as a "economic regulator" is subject to debate.
Consumption Function
- Consumption depends on income and wealth.
- Current income or lifetime income must be considered.
- Short term income has much impact from an empirical standpoint.
- Credit-constrained households must be taken into account.
Consumption and Interest
-
Net borrowers show
- The substitution effect has a negative effect on consumption, while the income effect has a positive impact
-
Net Savers:
- The substitution effect has a negative effect on consumption, while the income effect has a positive impact
-
Assuming interest rate increases have a negative impact on consumption can be demonstrated through microeconomic theory.
Consumption Function - Equation
- C = C(Y − T, r, z^c) is a general form that states consumption (C) is a function of disposable income, the real interest rate (r), and other exogenous factors (z^c representing wealth and other variables).
- Consumption defined in terms of these factors: C = z^c + c1(Y – T) – c2r
Fixed or Floating Rates and Macro Policy
- Floating interest rates are common in Norway, unlike neighboring countries with fixed rates.
- Are interest rate policies more effective in Norway?
- The question is raised whether everyone should have fixed-rate contracts and the consequences of such policies.
Investment Properties
- Even if not a substantial proportion of GDP, investments are of interest since they change a lot during a business cycle.
- Boliginvesteringen er kanskje mer følsomme for norske korte renter enn andre investeringer?
- Boligprisbobler kan utløse finansielle kriser og makroøkonomisk nedgang. Spesielt i Irland og Spania var finanskrisen knyttet til enorme boliginvesteringer.
Government and Taxes
- Taxes and Spendings are policy variables.
- Government spending is relatively stable over macroeconomic cycles.
- Tax revenues depend on private sector income.
- Budget balances tend to be cyclical.
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