Podcast
Questions and Answers
Match the following economic parameters to their effects on production (Y) in the Keynesian model:
Match the following economic parameters to their effects on production (Y) in the Keynesian model:
Increase in exogenous consumption (zᶜ) = Increases production (Y) Increase in government spending (G) = Increases production (Y) Increase in autonomous taxes (zᵀ) = Decreases production (Y) Increase in exports (X) = Increases production (Y)
Match each variable with its description in the open economy Keynesian model:
Match each variable with its description in the open economy Keynesian model:
Y = Total production or income in the economy Q = Level of imports X = Level of exports a = Marginal propensity to import
Match each fiscal policy action to its likely impact on the government budget balance:
Match each fiscal policy action to its likely impact on the government budget balance:
Increase in government spending (G) = Decreases budget balance Decrease in autonomous taxes (zᵀ) = Decreases budget balance Increase in endogenous taxes (t) = Increases budget balance Decrease in government spending (G) = Increases budget balance
Match the definitions to the terms related to fiscal policy.
Match the definitions to the terms related to fiscal policy.
Match policy effects on the multiplier to the impact on economic stability
Match policy effects on the multiplier to the impact on economic stability
Match these Keynesian open economy factors to their impact on total production.
Match these Keynesian open economy factors to their impact on total production.
Match these key variables with their descriptions in an open Keynesian Model
Match these key variables with their descriptions in an open Keynesian Model
Match each of the following variables to whether they are exogenous or endogenous.
Match each of the following variables to whether they are exogenous or endogenous.
Match each component of aggregate demand in the Keynesian model with its typical determinant:
Match each component of aggregate demand in the Keynesian model with its typical determinant:
Match each parameter or term with how they impact the relationship between government spending and total output.
Match each parameter or term with how they impact the relationship between government spending and total output.
Match the following types of fiscal policy with their descriptions:
Match the following types of fiscal policy with their descriptions:
Match different fiscal policies with the expected impact to the budget balance.
Match different fiscal policies with the expected impact to the budget balance.
Match each economic variable with its relationship with production (Y) in an open Keynesian model:
Match each economic variable with its relationship with production (Y) in an open Keynesian model:
Match the following economic parameters to their impact on the size of the Keynesian multiplier:
Match the following economic parameters to their impact on the size of the Keynesian multiplier:
Match these key economic facts with their description in an open Keynesian Model
Match these key economic facts with their description in an open Keynesian Model
Match these terms regarding automatic stabilizers and their impact on Total Production.
Match these terms regarding automatic stabilizers and their impact on Total Production.
Match these tools a hypothetical government would use to try and stimulate Y.
Match these tools a hypothetical government would use to try and stimulate Y.
Categorize following variables as being either 'endogenous' or 'exogenous' in a basic Keynesian model
Categorize following variables as being either 'endogenous' or 'exogenous' in a basic Keynesian model
How do each of these values impact the effectiveness of Government spending meant to stimulate an economy? (E.g causes small or large changes)
How do each of these values impact the effectiveness of Government spending meant to stimulate an economy? (E.g causes small or large changes)
Match the following policy instruments with their primary goals in economic stabilization:
Match the following policy instruments with their primary goals in economic stabilization:
Match these variables to their impact on the government budget when Y decreases.
Match these variables to their impact on the government budget when Y decreases.
Match the descriptions to each economic concept.
Match the descriptions to each economic concept.
Match the variable to their descriptions...
Match the variable to their descriptions...
Match these variables to their descriptions regarding Automatic Stabilizers.
Match these variables to their descriptions regarding Automatic Stabilizers.
How is the multiplier affected by each variable? (higher; lower)
How is the multiplier affected by each variable? (higher; lower)
Match policy effect with the related impact to government finances. Assume government is trying to stabilize the economic output
Match policy effect with the related impact to government finances. Assume government is trying to stabilize the economic output
Match these factors to their impact on the multiplier. Assume positive values...
Match these factors to their impact on the multiplier. Assume positive values...
Is it better to have government use spending or tax policy when trying to stimulate the economy?...
Is it better to have government use spending or tax policy when trying to stimulate the economy?...
How do each actions affect the government budget balance?
How do each actions affect the government budget balance?
Match the following economic concepts to their descriptions within the Keynesian model:
Match the following economic concepts to their descriptions within the Keynesian model:
Match the variable with whether it's endogeneous or exogeneous in the provided Keynes model:
Match the variable with whether it's endogeneous or exogeneous in the provided Keynes model:
Match the following concepts to their significance in determining the effectiveness of fiscal policy:
Match the following concepts to their significance in determining the effectiveness of fiscal policy:
Match the following descriptions to their corresponding elements of open economy macroeconomics:
Match the following descriptions to their corresponding elements of open economy macroeconomics:
Match each term with its effect on the size of the Keynesian multiplier:
Match each term with its effect on the size of the Keynesian multiplier:
Match each fiscal policy tool with its primary aim in stabilizing the economy:
Match each fiscal policy tool with its primary aim in stabilizing the economy:
Match the economic effect to whether it decreases or increases the effect of the multiplier:
Match the economic effect to whether it decreases or increases the effect of the multiplier:
Match each term with its definition in the equation $Y = C + I + G + X - Q$:
Match each term with its definition in the equation $Y = C + I + G + X - Q$:
Match the policy to a description of its effect on net exports:
Match the policy to a description of its effect on net exports:
Match the economic impact to whether it increases or decreases automatic stabilization:
Match the economic impact to whether it increases or decreases automatic stabilization:
Match each category with what it does NOT change:
Match each category with what it does NOT change:
Match each goal with the policy that helps achieve that goal for Active Intervention:
Match each goal with the policy that helps achieve that goal for Active Intervention:
Match the description of each to the positive and negative aspects of Multipliers:
Match the description of each to the positive and negative aspects of Multipliers:
Match each component to how it affects the Keynesian Model:
Match each component to how it affects the Keynesian Model:
Match the result to its influence on the Keynes multiplier:
Match the result to its influence on the Keynes multiplier:
Match the category with its descriptions in relation to the Keynesian Model:
Match the category with its descriptions in relation to the Keynesian Model:
Match the outcome and how it would affect the debt levels in a country:
Match the outcome and how it would affect the debt levels in a country:
Match each economic policy to a description of its potential effect on economic stabilization:
Match each economic policy to a description of its potential effect on economic stabilization:
Match each of the economic elements to the correct potential impact on the economy:
Match each of the economic elements to the correct potential impact on the economy:
Match how each action affects the economic situation:
Match how each action affects the economic situation:
Match what category falls under each of the scenarios.
Match what category falls under each of the scenarios.
Match the policy with its effect on the budget balance ($ \Delta B $) in the Keynesian model, assuming a negative shock to autonomous investment ($ \Delta z' $):
Match the policy with its effect on the budget balance ($ \Delta B $) in the Keynesian model, assuming a negative shock to autonomous investment ($ \Delta z' $):
Match the following components with their effect when production (Y) increases in an open Keynesian economy:
Match the following components with their effect when production (Y) increases in an open Keynesian economy:
Match the term with its description in the context of Keynesian economics:
Match the term with its description in the context of Keynesian economics:
Match the definition of the variable to the variable used in the Keynes model:
Match the definition of the variable to the variable used in the Keynes model:
Match the term with the appropriate type of policy it describes:
Match the term with the appropriate type of policy it describes:
Flashcards
Multiplicator effect
Multiplicator effect
The effect on production when there is a shift in consumption. Production increases more than the initial change in consumption.
Marginal investment propensity
Marginal investment propensity
Marginal propensity to invest, reflecting how much more investment occurs as income increases.
Endogenous variables
Endogenous variables
Variables determined within the model (Y, C, I).
Exogenous variables
Exogenous variables
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Import
Import
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Endogenous netto taxes
Endogenous netto taxes
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Skatteraten (Tax rate)
Skatteraten (Tax rate)
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Stabiliserende finanspolitikk
Stabiliserende finanspolitikk
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Automatisk stabilisering
Automatisk stabilisering
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Aktiv stabilisering
Aktiv stabilisering
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Offentlige budsjettbalansen
Offentlige budsjettbalansen
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Study Notes
- Forelesning 5 is about Keynes models from the economics institute at UIO.
Multiplier Effect
- The effect on production Y is ΔzC / 1 - c1
- Since 0 < c1 < 1, ΔzC/1-c1 > ΔzC
- The multiplier effect increases production more than the exogenous change in consumption.
- This effect is stronger, the bigger c1 is
- c1 comes from the consumption function, being C = zC + c1(Y − T)
- When c1 is higher, more of the income is spent on consumption, causing income to increase more,.
- When c1 is small, less of the income is spent on consumption, meaning income wont increase as much.
Endogenous Real Investments
- The model presented is Y = C + I + G and C = zC + c1(Y − T), where 0 < c1 < 1
- Introduce an equation for real investments to solve for all three variables: I = zI + b1Y, where 0 < b1 < 1
- b1 represents the marginal investment propensity, indicating the extent of increased investment as income rises.
- zI encompasses everything that affects real investments apart from income.
- Endogenous variables: Y, C, I
- Exogenous variables: G, zC, T, zI
Solving the Model
- To solve: Y = C + I + G, C = zC + c1(Y − T), I = zI + b1Y
- set equations 2 and 3 into equation 1
- Meaning Y = zC + c1(Y − T) + zI + b1Y + G
- Simplify to Y = zC + c1Y − c1T + zI + b1Y + G by solving the parenthesis.
- Move terms with Y to the left side resulting in Y - c1Y - b1Y = zC - c1T + zI + G.
- Factorise out the Y, which leads to Y(1 − c1 – b1) = zC - c1T + zI + G
- Divide by the factor, delivering Y = zC − c1T + zI + G/ 1 - c1 — b1, where 1 − c1 – b1 > 0
- This provides the equilibrium solution for Y, described only by exogenous variables and parameters.
- With Y, the other variables C and/or I can be found as they are functions of Y and exogenous variables
Growth Form
- ΔY = ΔzC − c1ΔT + ΔzI + ΔG / 1 - c1 — b1
- ΔC = ΔzC + c1(ΔY – ΔT)
- ΔI = ΔzI + b1ΔY
- Exogenous increase in public use G is an example where ΔG > 0
- Thus, ΔY = ΔG/ 1 - c1 — b1 > 0, so ΔC = c1ΔY > 0
The Multiplier
- With exogenous investments ΔY = ΔG/ 1 − c1 > 0.
- With endogenous investments, ΔY = ΔG / 1 − c1 − b1 > 0
- Since b1 > 0, ΔG/1-c1 < ΔG/1-c1-b1
- The multiplier effect is stronger this time
- With endogenous investments, the multiplier effect becomes stronger.
- Increased production raises both consumption and real investments.
- These both lead to higher production.
Open Economy
- Previously the economy was closed, but now import and export is included
- Now Y = C + I + G + X − Q, where X is export and Q is import.
- Exports remain exogenous because Norway is a small open economy; demand is determined by factors outside of direct control.
- Import is a function of national income through the equation Q = aY, where a > 0, known as marginal propensity to import.
Endogenous Net Taxes
- Taxes are introduced to the model.
- T = zT + tY, where 0 < t < 1
- t represents the fraction of income that is collected as tax, while zT represents exogenous taxes.
Keynes Model
- Y = C + I + G + X − Q
- C = zC + c1(Y − T)
- I = zI + b1Y
- T = zT + t1 Y
- Q = aY
- Endogenous variables: Y, C, I, T, Q
- Exogenous variables: G, X, zC, zI, zT
- The solution to the equation above is Y = zC – c1zT + zI + G + X / 1 – c1(1 − t) – b1 + a, with 0 < 1 − c1(1 – t) – b1 + a < 1
- Y should only use parameters and exogenous variable, as well as have a specific value if the parameters are assigned.
- The other variables should be found with values for Y, and where I = zI + b1Y, T = zT +tY, Q = aY.
- With values of Y and T, C can be found through C = zC + c1(Y – T)
Growth Form
- ΔY = ΔzC – c1ΔzT + ΔzI + ΔG + ΔX / 1 – c1(1 – t) – b1 + a
- ΔC = ΔzC + c1(ΔY – ΔT)
- ΔI = ΔzI + b1 ΔY
- ΔT = ΔzT + t ΔY
- ΔQ = a ΔY
- Assume an increase in exports (ΔX > 0): ΔY = ΔX/ 1 – c1(1 – t) – b1 + a > 0 ΔI = b1ΔY > 0 ΔT = tΔY > 0 ΔQ = aΔY > 0
- With ΔC = c1(ΔY – ΔT) ? 0
- Since t is less than 1, implying the increase on taxes dempens the boost in consumption without negating more tax income.
Multiplier
- The multiplier is now 1 / 1 – c1(1 – t) – b1 + a
- Previously 1 / 1-c1 when focusing on endogenous comsumption, and 1 / 1 - c1 - b1 where real investments were also endogenous 1 / 1-c1 < 1 / 1-c1-b1, meaning multiplayers got bigger as investments got more endogenous
Stabilizing Fiscal Policy
- Fiscal policy is stabilizing if it mitigates decreases in demand during economic downturns and curbs excessive increases in demand during booms.
- Automatic stabilization Automatic stabilization is stabilisation effects of existing framework for T and G: Taking a model with a shock ΔzI < 0: ⇒ ΔY = 1/M ΔzI < 0 ⇒ ΔT = tΔY < 0, leading to reduced income tax and increased unemployment benefits.
Automatic Stabilisation Effects
- Results in reduced changes in consumption, since ΔC = c1(ΔY – tΔY) = c1(1 – t)ΔY < 0
- Stabilising effect through reduced GDP multiplier 1/M = 1 / 1 – c1(1 – t) – b1 + a
- A large public sector damps cyclical variations
- Higher taxes results in lower multiplier effects
- Public use of products increase share of the economy
Automatic Budget Balance and Effects
- Formula for the public budget balance B = T – G.
- ΔB = ΔT – ΔG. in growth form
- Automatic stabilisation, AB = ΔT – AG = tΔY = l tAzI / M < 0 implying fiscal policy improves budget balance
Discretionary Fiscal Policy
- Discretionary fiscal policy involves decisions to change G, zT, or t to stabilize the economy
- To dampen the fall in Y when zI is reduced, the government can increase G, reduce zT, or t
Active Fiscal Policy
- AZ focus
- ΔY = 0
- Requires AG = –ΔzI , and the effect on the budget balance is AB = ΔT – AG = ( Δzi+ tΔY= -(-) =0.
- AB = ΔT – AG= l = 0.
AZT Focus
- ΔY = 0
- Requires ΔZT= l ΔZI ,
- There is little information about what makes the best active fiscal policy
Comparing Budget Balance and Activism
- Budget balance with Δg: ΔB= ΔZ^1.
- Budget balance with. ΔZT: - l.
Benefit of The Active Fiscal Policy
- Maintain demand
- Able to be used even if the monetary fund is not functional
- There are no reduction of the economy
Cons of The Active Fiscal Policy
- Time for Dosering
- Unsecure economy
- Politics will become asymentrical (easy to change tax, public oppinions)
- The desire to stabilise in public offering and tax cuts
- Might harm/negative effect on public budget plan Due to having a public that's debted and on loan (bad)
- Monetary policy is leading the stabilized politics 1)Interest Rate is good tool of stabilization than every other budget cut/offering 2/3)There is a central bank that runs and fits to drive the economy over time
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