Topic 10: Public Sector Flashcards
What is the government budget constraint?
G = T + ΔB + ΔM + asset sales
What is the net present value of a government deficit?
What is Ricardian Equivalence?
That because the NPV of a government deficit is exactly the amount of that deficit, the public, rationally will save the same amount, so the changes will be meaningless.
What is the implication of Ricardian equivalance for keynesian fiscal stimulation?
- Keynesian analysis would suggest at an increased aggregate spending would increase real incoe and interest rates.
- But in RE, nothing changes.
What are the assumptions of Ricardian equivalance?
- Consumers are fully anticipating & budgeting for future taxes.
- Rational & forward looking, internally and externally.
- Cross-generational divide does not matter - you care equally for ‘the future’.
- No interest changes.
Very strict assumptions, not likely to hold.
What is the evidence like for Ricardian equivalance?
Barrow says it’s not too bad in the long term.
Compare the fisher effect with and without taxes on nominal interest rates.
With no taxes ∂i/∂π = 1
With taxes:
∂i/∂π > 1
Because with inflation, the taxable amount increases, and investors are unlikely to fully absorb this, such that with an increase in inflation, the interest rate must rise by more then that inflation rate to ‘cover’ some of the increase taxes.
(keep the after tax real interest rate from falling).
What are the uses and sources of GDP equations?
Sources: C + I + G + X = Y
Uses: C + S + T + M = Y
Exp: C + I + G + M = Ye
Formulate the CAD
Uses - Sources
C + G + I + M - (C + S + T + X) = 0
(G - T) + (I - S) = X - M
Or through absorption:
CAD = Ye - Y(income)
CAD = C + I + G + M - (C + I + G + X)
CAD = M - X
What has the Australian CAD been over the last few years?
6% on average.
What has the trend in Australias net external debt as a % of GDP been?
~= 0 in 1980
50% in 2009
Give the equation that shows the percentage change in the debt to debt to gdp level.
%Δb = α -b(g + π)
Where b = B/Y
α = CAD/Y
Derive the equation for the percentage change in the external debt to gdp ratio.
α = <span>CAD</span>/Y = ΔB/Y
b = B/Y
%Δb ~= %ΔB - %ΔY
Δb/b = ΔB/B - ΔY/Y
Δb = bΔB/B - bΔY/Y
Δb = BΔB/BY - bΔY/Y
Δb = ΔB/Y - bΔY/Y
Δb = α - b(g + π)
Show the condition for a steady state debt-gdp ratio.
b* = α/(g + π)
What is Australia’s CAD, growth rate and inflation rate?
Is this sustainable?
α = 6.5%, g = 3.5% π = 2.5%
So b* = 1.083.
We are a little over, but not soo bad.