Money Demand and IS Curve Flashcards
Week 5 (17 cards)
What is the Quantity Theory of Money? What can the Quantity Theory suggest?
- MV = PY
- Money supply has a casual proportional level with PL
- Assume v is a constant: Meaning M = (1/vbar) x PY
- k is a parameter (1/vbar), meaning M = kPY- showing proportionality
- In the LR, Y is not affected by M, but instead technology improvements
- In the SR, ΔM = ΔP + ΔY - ΔVbar => Can tell the growth of M
- If ΔVbar = 0 and ΔY is exogenous, we can set ΔM to the equal target of ΔP
How can money demand show that real money balances are not dependant on interest rates?
- If we say M = MD; then:
MD/P = Y/Vbar - MD/P are the demand for real money balances- unreliant on interest rates
- MD is a function of income
What is the correlation between ΔP and ΔM?
- 0.79 in the US
- 0.74 globally
What are the reasons why people would hold cash?
- Transactions: Both MD and Transactions are broadly proportional to income => Link between MD and Y
- Precautionary: People hold money as a cushion against unexpected wants
- Speculative: People hold money as assets- opportunity costs are returns on other assets => Hold less M as i rises
Is V a constant? Why/Not?
- Combining the three rules, we know that:
MD / P = L(i,Y) - PY/MD = Y / L(i,Y) = V
- This shows that V is procyclical, not a constant- and procyclicality of i should induce the same of V
What is portfolio theory?
- Other factors affecting your demand impact other asset, such as wealth, risk, liquidity
- MD/P is +vely related to Y and -vely related to i
What are the factors that impact the demand for real money balances? How do they affect the demand?
- Interest Rate: Increasing this DECREASES MD due to the rising opportunity costs
- Income: Increasing this INCREASES MD due to higher transactional value
- Payment technology: Increasing this DECREASES MD due to the reduced need for money for transactions
- Wealth: Increasing this INCREASES MD due to the increased ability to have MD
- Riskiness of other assets: Increasing this INCREASES MD due to money becoming relatively less risky
- Inflation risk: Increasing this DECREASES MD due to money becoming relatively more risky
- Liquidity of other assets: Increasing this DECREASES MD due to money becoming relatively less liquid
What is the link between the nominal interest rate and money stability?
- Must consider the sensitivity of M to changes in i
- If no, V is predictable
- If yes, V is unpredictable- QToM fails
- If unstable, the link between M and PY breaks, meaning that Monetary policy could be unstable or ineffective
- FFR Target is preferred to M level as it is a better signal
How is each componant of the IS curve formula related to Y or i?
- We know that if savings = investment; I = Y - T - C + (T - G)
- C = CBar + MPC (DI or Y - T)
- I = Ibar + d(ri), where Ibar is fixed investment, I is inventory investment and d is a responsiveness function
- ri = r x f, where f are financial frictions. Credit spread
- Treat G and T as exogenous
- NX = NXbar - xε, where x is a responsiveness function and ε is the RER
What is the goods market equilibrium? What are shift/slope factors in this equation?
- Y = [Cbar + Ibar + Gbar - dfbar + NXbar - MPCTbar -xε] x 1/(1-MPC) - dr/(1-MPC)
- SHIFT: Cbar, Ibar, Gbar, fbar, NXbar, Tbar
- SLOPE: d, MPC
Why is the IS curve used?
- IS Curve tells us the points where the goods market is in equilibrium
- Assumes fixed price level
- Aggregate Output = Aggregate Demand
- Anything ABOVE IS curve gives excess supply
- Anything BELOW IS curve gives excess demand
- Move back to equilibrium due to rises/falls in Y
What are the effects that the shift factors have on the IS curve?
- Cbar: Increasing this increases Y, shifting IS Curve out
- Ibar: Increasing this increases Y, shifting IS Curve out
- Gbar: Increasing this increases Y, shifting IS Curve out
- fbar: Increasing this decreasing Y, shifting IS Curve inwards
- Gbar: Increasing this increases Y, shifting IS Curve out
- Tbar: Increasing this decreasing Y, shifting IS Curve inwards
How can you derive the MP curve?
- This can be done via the Taylor Rule
- r = r * + 0.5(π - π * ) + 0.5(Y - Y * )
- Central bank responds to monetary policy as a response to π and Y
- Increased π will cause C.B to choose a higher IR at any given Y
- Increased Y will cause C.B to raise r
- THIS MEANS THAT r(π, Y) is an increasing function
What do MP and IS curves look like? What policies impact each curve?
- IS Curve is downward sloping
- MP Curve is upward sloping
- Fiscal Policy shifts IS curve
- Monetary Policy shift MP curve
- Anything expansionary shifts curves outwards
How do C.Bs control real interest rates?
- If M/P = L(i,Y), using the fisher equation , we can say that M/P = L(r + Eπ, Y)
- Central Banks control nominal money supply directly
- But, this doesn’t necessarily impact change M/P
- This is dependant on whether prices are sticky or flexible
How does money supply change when prices are sticky?
- Assuming is P = Pbar
- This means that if M1>M0, this will take the economy away from equilibrium- r falls and Y rises => Movement down IS Curve
- However, in practice, not all changes immediately filter through- reality is that prices are more sluggish than fixed
How does money supply change when prices are flexible?
- There is a slower increase from M0 to M1, however, this is still in disequilibrium, once again moving down the IS Curve
- UNLESS Prices are completely flexible; in which case M0/P0 = M1/P1
- But, this would mean that C.Bs cannot impact r => which crucially underpins much of this theory