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The Money Supply-Demand Diagram
Value of
Money, 1/P
Price
Level, P
Quantity of
Money
1 1
Âľ 1.33
½ 2
ÂĽ 4
As the value of
money rises, the
price level falls.
The Money Supply-Demand Diagram
Value of
Money, 1/P
Price
Level, P
Quantity of
Money
1
Âľ
½
ÂĽ
1
1.33
2
4
MS1
$1000
The Fed sets MS
at some fixed value,
regardless of P.
The Money Supply-Demand Diagram
Value of
Money, 1/P
Price
Level, P
Quantity of
Money
1
Âľ
½
ÂĽ
1
1.33
2
4
MD1
A fall in value of money
(or increase in P)
increases the quantity of
money demanded:
MS1
$1000
Value of
Money, 1/P
Price
Level, P
Quantity of
Money
1
Âľ
½
ÂĽ
1
1.33
2
4
The Money Supply-Demand Diagram
MD1
P adjusts to equate
quantity of money
demanded with
money supply.
eq’m
price
level
eq’m
value
of
money
A
MS1
$1000
The Effects of a Monetary Injection
Value of
Money, 1/P
Price
Level, P
Quantity of
Money
1
Âľ
½
ÂĽ
1
1.33
2
4
MD1
eq’m
price
level
eq’m
value
of
money
A
MS2
$2000
B
Then the value
of money falls,
and P rises.
Suppose the Fed
increases the
money supply.
A Brief Look at the Adjustment Process
How does this work? Short version:
– At the initial P, an increase in MS causes
excess supply of money.
– People get rid of their excess money by spending it
on g&s or by loaning it to others, who spend it.
Result: increased demand for goods.
– But supply of goods does not increase,
so prices must rise.
(Other things happen in the short run, which we will
study in later chapters.)
Result from graph: Increasing MS causes P to rise.
Monetary Adjustment Process
• Excess Supply of Money
• MS > MD → ↑DG → ↑P → ↓PPM → ↑Qdm
→ MS = MD
• Excess Demand for Money
• MS < MD → ↓DG → ↓P → ↑ PPM → ↓Qdm
→ MS = MD
The Proper Supply of Money
• For centuries economists debated the question
“What is the optimal supply of money?”
• Why should economists discuss this question,
when they would never ask what the “optimal”
supply of pizzas, iPads or automobiles should be?
• Most economists agree that the proper supplies
of goods and services should be determined by
the price system and profit-and-loss test of the
market.
Difference between Money and Other Goods
• Capital goods resources are used up or worn
out in the process of producing consumer
goods.
• Consumer goods are typically destroyed by
consumption.
• Money is the general medium of exchange
and in performing this function it is not used
up or destroyed but is transferred from one
cash balance to the other.
Ricardo’s Law
• An increase in the money supply confers no
benefit on society, because the purchasing
power of money is always adjusted by the
market to permit all exchanges to occur that
are mutually beneficial.
• Therefore: any supply of money is sufficient to
yield the full social benefits of a medium of
exchange.
The Angel Gabriel (or Helicopter) Model
• Benevolent but economically ignorant angel
doubles everyone’s cash balances overnight.
– The effect on the purchasing power of money.
– The effect on the real supply M/P (example: M
=$1,000; P=$10/pizza → M/P = 100 pizzas).
– The effect on the distribution of income.
NV wine
SV computers
Chic.
meat
Mil.
beer
Det.
cars
Govt.
Printing
$$$
Fla. Beach
condos
NYC fin.
services
Bank Reserves
• In a fractional reserve banking system,
banks keep a fraction of deposits as reserves
and use the rest to make loans.
• The Fed establishes reserve requirements,
regulations on the minimum amount of reserves that
banks must hold against deposits.
• Banks may hold more than this minimum amount
if they choose.
• The reserve ratio, R
= fraction of deposits that banks hold as reserves
= total reserves as a percentage of total deposits
Bank T-Account
• T-account: a simplified accounting statement
that shows a bank’s assets & liabilities.
• Example:
FIRST NATIONAL BANK
Assets Liabilities
Reserves $ 10
Loans $ 90
Deposits $100
 Banks’ liabilities include deposits,
assets include loans & reserves.
 In this example, notice that R = $10/$100 = 10%.
Banks and the Money Supply: An Example
Suppose $100 of currency is in circulation.
To determine banks’ impact on money supply,
we calculate the money supply in 3 different cases:
1. No banking system
2. 100% reserve banking system:
banks hold 100% of deposits as reserves,
make no loans
3. Fractional reserve banking system
Banks and the Money Supply: An Example
CASE 1: No banking system
Public holds the $100 as currency.
Money supply = $100.
Banks and the Money Supply: An Example
CASE 2: 100% reserve banking system
Public deposits the $100 at First National Bank (FNB).
FIRST NATIONAL BANK
Assets Liabilities
Reserves $100
Loans $ 0
Deposits $100
FNB holds
100% of
deposit
as reserves:
Money supply
= currency + deposits = $0 + $100 = $100
In a 100% reserve banking system,
banks do not affect size of money supply.
Banks and the Money Supply: An Example
CASE 3: Fractional reserve banking system
Depositors have $100 in deposits,
borrowers have $90 in currency.
Money supply = C + D = $90 + $100 = $190 (!!!)
FIRST NATIONAL BANK
Assets Liabilities
Reserves $100
Loans $ 0
Deposits $100
Suppose R = 10%. FNB loans all but 10%
of the deposit:
10
90
Banks and the Money Supply: An Example
How did the money supply suddenly grow?
When banks make loans, they create money.
The borrower gets
– $90 in currency—an asset counted in the
money supply
– $90 in new debt—a liability that does not have an
offsetting effect on the money supply
CASE 3: Fractional reserve banking system
A fractional reserve banking system
creates money, but not wealth.
Banks and the Money Supply: An Example
CASE 3: Fractional reserve banking system
If R = 10% for SNB, it will loan all but 10% of the deposit.
SECOND NATIONAL BANK
Assets Liabilities
Reserves $ 90
Loans $ 0
Deposits $ 90
Borrower deposits the $90 at Second National Bank.
Initially, SNB’s
T-account looks
like this: 9
81
Banks and the Money Supply: An Example
CASE 3: Fractional reserve banking system
If R = 10% for TNB, it will loan all but 10% of the deposit.
THIRD NATIONAL BANK
Assets Liabilities
Reserves $ 81
Loans $ 0
Deposits $ 81
SNB’s borrower deposits the $81 at Third National
Bank.
Initially, TNB’s
T-account looks
like this: $ 8.10
$72.90
Banks and the Money Supply: An Example
CASE 3: Fractional reserve banking system
The process continues, and money is created with each
new loan.
Original deposit =
FNB lending =
SNB lending =
TNB lending =
...
$ 100.00
$ 90.00
$ 81.00
$ 72.90
...
Total money supply = $1000.00
In this
example,
$100 of
reserves
generates
$1000 of
money.
The Money Multiplier
• Money multiplier: the amount of money the
banking system generates with each dollar of
reserves
• The money multiplier equals 1/R.
• In our example,
R = 10%
money multiplier = 1/R = 10
$100 of reserves creates $1000 of money
A More Realistic Balance Sheet
MORE REALISTIC NATIONAL BANK
Assets Liabilities
Reserves $ 200
Loans $ 700
Securities $ 100
Deposits $ 800
Debt $ 150
Capital $ 50
Leverage ratio: the ratio of assets to bank capital
In this example, the leverage ratio = $1000/$50 = 20
Interpretation: for every $20 in assets,
$ 1 is from the bank’s owners,
$19 is financed with borrowed money.
Leverage Amplifies Profits and Losses
• In our example, suppose bank assets appreciate by 5%,
from $1000 to $1050. This increases bank capital from
$50 to $100, doubling owners’ equity.
• Instead, if bank assets decrease by 5%,
bank capital falls from $50 to $0.
• If bank assets decrease more than 5%, bank capital is
negative and bank is insolvent.
Central Banks & Monetary Policy
• Central bank: an institution that oversees the
banking system and regulates the money
supply
• Monetary policy: the setting of the money
supply by policymakers in the central bank
• Federal Reserve (Fed): the central bank of the
U.S.
The Structure of the Fed
The Federal Reserve System
consists of:
– Board of Governors
(7 members),
located in Washington, DC
– 12 regional Fed banks,
located around the U.S.
– Federal Open Market
Committee (FOMC),
includes the Bd of Govs and
presidents of some of the regional Fed banks
The FOMC decides monetary policy.
Ben S. Bernanke
Chair of FOMC,
Feb 2006 – present
The Fed’s Tools of Monetary Control
• Earlier, we learned
money supply = money multiplier Ă— bank reserves
• The Fed can change the money supply by changing
bank reserves or changing the money multiplier.
How the Fed Influences Reserves
• Open-Market Operations (OMOs):
the purchase and sale of U.S. government
bonds by the Fed.
– If the Fed buys a government bond from a bank, it
pays by depositing new reserves in that bank’s
reserve account.
With more reserves, the bank can make more
loans, increasing the money supply.
– To decrease bank reserves and the money supply,
the Fed sells government bonds.
How the Fed Influences Reserves
• The Fed makes loans to banks, increasing their
reserves.
– Traditional method: adjusting the discount rate—the
interest rate on loans the Fed makes to banks—to
influence the amount of reserves banks borrow
– New method: Term Auction Facility—the Fed chooses
the quantity of reserves it will loan, then banks bid
against each other for these loans.
• The more banks borrow, the more reserves they have
for funding new loans and increasing the money
supply.
How the Fed Influences the Reserve Ratio
• Recall: reserve ratio = reserves/deposits,
which inversely affects the money multiplier.
• The Fed sets reserve requirements: regulations on the
minimum amount of reserves banks must hold against
deposits.
Reducing reserve requirements would lower the
reserve ratio and increase the money multiplier.
• Since 10/2008, the Fed has paid interest on reserves
banks keep in accounts at the Fed.
Raising this interest rate would increase the reserve
ratio and lower the money multiplier.
Problems Controlling the Money Supply
• If households hold more of their money as
currency, banks have fewer reserves,
make fewer loans, and money supply falls.
• If banks hold more reserves than required,
they make fewer loans, and money supply falls.
• Yet, Fed can compensate for household
and bank behavior to retain fairly precise control
over the money supply.
Bank Runs and the Money Supply
• A run on banks:
When people suspect their banks are in trouble, they
may “run” to the bank to withdraw their funds, holding
more currency and less deposits.
• Under fractional-reserve banking, banks don’t have
enough reserves to pay off ALL depositors, hence banks
may have to close.
• Also, banks may make fewer loans and hold more
reserves to satisfy depositors.
• These events increase R, reverse the process of money
creation, cause money supply to fall.
The Federal Funds Rate
• On any given day, banks with insufficient reserves can
borrow from banks with excess reserves.
• The interest rate on these loans is the federal funds
rate.
• The FOMC uses OMOs to target the fed funds rate.
• Changes in the fed funds rate cause changes in other
rates and have a big impact on the economy.
The Fed Funds rate and other rates, 1970–2012
0
5
10
15
20
1970 1975 1980 1985 1990 1995 2000 2005 2010
(%)
Fed Funds
3 Month T-Bill
Prime
Mortgage
Monetary Policy and the Fed Funds Rate
To raise fed funds
rate, Fed sells
govt bonds (OMO).
This removes
reserves from the
banking system,
reduces supply of
federal funds,
causes rf to rise.
rf
F
D1
S2
3.75%
F2
S1
F1
3.50%
The Federal
Funds market
Federal funds rate
Quantity of
federal funds

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Austrian Macroeconomics, Lectures 3, 5, & 6 with Joe Salerno - Mises Academy

  • 1. The Money Supply-Demand Diagram Value of Money, 1/P Price Level, P Quantity of Money 1 1 Âľ 1.33 ½ 2 ÂĽ 4 As the value of money rises, the price level falls.
  • 2. The Money Supply-Demand Diagram Value of Money, 1/P Price Level, P Quantity of Money 1 Âľ ½ ÂĽ 1 1.33 2 4 MS1 $1000 The Fed sets MS at some fixed value, regardless of P.
  • 3. The Money Supply-Demand Diagram Value of Money, 1/P Price Level, P Quantity of Money 1 Âľ ½ ÂĽ 1 1.33 2 4 MD1 A fall in value of money (or increase in P) increases the quantity of money demanded:
  • 4. MS1 $1000 Value of Money, 1/P Price Level, P Quantity of Money 1 Âľ ½ ÂĽ 1 1.33 2 4 The Money Supply-Demand Diagram MD1 P adjusts to equate quantity of money demanded with money supply. eq’m price level eq’m value of money A
  • 5. MS1 $1000 The Effects of a Monetary Injection Value of Money, 1/P Price Level, P Quantity of Money 1 Âľ ½ ÂĽ 1 1.33 2 4 MD1 eq’m price level eq’m value of money A MS2 $2000 B Then the value of money falls, and P rises. Suppose the Fed increases the money supply.
  • 6. A Brief Look at the Adjustment Process How does this work? Short version: – At the initial P, an increase in MS causes excess supply of money. – People get rid of their excess money by spending it on g&s or by loaning it to others, who spend it. Result: increased demand for goods. – But supply of goods does not increase, so prices must rise. (Other things happen in the short run, which we will study in later chapters.) Result from graph: Increasing MS causes P to rise.
  • 7. Monetary Adjustment Process • Excess Supply of Money • MS > MD → ↑DG → ↑P → ↓PPM → ↑Qdm → MS = MD • Excess Demand for Money • MS < MD → ↓DG → ↓P → ↑ PPM → ↓Qdm → MS = MD
  • 8. The Proper Supply of Money • For centuries economists debated the question “What is the optimal supply of money?” • Why should economists discuss this question, when they would never ask what the “optimal” supply of pizzas, iPads or automobiles should be? • Most economists agree that the proper supplies of goods and services should be determined by the price system and profit-and-loss test of the market.
  • 9. Difference between Money and Other Goods • Capital goods resources are used up or worn out in the process of producing consumer goods. • Consumer goods are typically destroyed by consumption. • Money is the general medium of exchange and in performing this function it is not used up or destroyed but is transferred from one cash balance to the other.
  • 10. Ricardo’s Law • An increase in the money supply confers no benefit on society, because the purchasing power of money is always adjusted by the market to permit all exchanges to occur that are mutually beneficial. • Therefore: any supply of money is sufficient to yield the full social benefits of a medium of exchange.
  • 11. The Angel Gabriel (or Helicopter) Model • Benevolent but economically ignorant angel doubles everyone’s cash balances overnight. – The effect on the purchasing power of money. – The effect on the real supply M/P (example: M =$1,000; P=$10/pizza → M/P = 100 pizzas). – The effect on the distribution of income.
  • 13. Bank Reserves • In a fractional reserve banking system, banks keep a fraction of deposits as reserves and use the rest to make loans. • The Fed establishes reserve requirements, regulations on the minimum amount of reserves that banks must hold against deposits. • Banks may hold more than this minimum amount if they choose. • The reserve ratio, R = fraction of deposits that banks hold as reserves = total reserves as a percentage of total deposits
  • 14. Bank T-Account • T-account: a simplified accounting statement that shows a bank’s assets & liabilities. • Example: FIRST NATIONAL BANK Assets Liabilities Reserves $ 10 Loans $ 90 Deposits $100  Banks’ liabilities include deposits, assets include loans & reserves.  In this example, notice that R = $10/$100 = 10%.
  • 15. Banks and the Money Supply: An Example Suppose $100 of currency is in circulation. To determine banks’ impact on money supply, we calculate the money supply in 3 different cases: 1. No banking system 2. 100% reserve banking system: banks hold 100% of deposits as reserves, make no loans 3. Fractional reserve banking system
  • 16. Banks and the Money Supply: An Example CASE 1: No banking system Public holds the $100 as currency. Money supply = $100.
  • 17. Banks and the Money Supply: An Example CASE 2: 100% reserve banking system Public deposits the $100 at First National Bank (FNB). FIRST NATIONAL BANK Assets Liabilities Reserves $100 Loans $ 0 Deposits $100 FNB holds 100% of deposit as reserves: Money supply = currency + deposits = $0 + $100 = $100 In a 100% reserve banking system, banks do not affect size of money supply.
  • 18. Banks and the Money Supply: An Example CASE 3: Fractional reserve banking system Depositors have $100 in deposits, borrowers have $90 in currency. Money supply = C + D = $90 + $100 = $190 (!!!) FIRST NATIONAL BANK Assets Liabilities Reserves $100 Loans $ 0 Deposits $100 Suppose R = 10%. FNB loans all but 10% of the deposit: 10 90
  • 19. Banks and the Money Supply: An Example How did the money supply suddenly grow? When banks make loans, they create money. The borrower gets – $90 in currency—an asset counted in the money supply – $90 in new debt—a liability that does not have an offsetting effect on the money supply CASE 3: Fractional reserve banking system A fractional reserve banking system creates money, but not wealth.
  • 20. Banks and the Money Supply: An Example CASE 3: Fractional reserve banking system If R = 10% for SNB, it will loan all but 10% of the deposit. SECOND NATIONAL BANK Assets Liabilities Reserves $ 90 Loans $ 0 Deposits $ 90 Borrower deposits the $90 at Second National Bank. Initially, SNB’s T-account looks like this: 9 81
  • 21. Banks and the Money Supply: An Example CASE 3: Fractional reserve banking system If R = 10% for TNB, it will loan all but 10% of the deposit. THIRD NATIONAL BANK Assets Liabilities Reserves $ 81 Loans $ 0 Deposits $ 81 SNB’s borrower deposits the $81 at Third National Bank. Initially, TNB’s T-account looks like this: $ 8.10 $72.90
  • 22. Banks and the Money Supply: An Example CASE 3: Fractional reserve banking system The process continues, and money is created with each new loan. Original deposit = FNB lending = SNB lending = TNB lending = ... $ 100.00 $ 90.00 $ 81.00 $ 72.90 ... Total money supply = $1000.00 In this example, $100 of reserves generates $1000 of money.
  • 23. The Money Multiplier • Money multiplier: the amount of money the banking system generates with each dollar of reserves • The money multiplier equals 1/R. • In our example, R = 10% money multiplier = 1/R = 10 $100 of reserves creates $1000 of money
  • 24. A More Realistic Balance Sheet MORE REALISTIC NATIONAL BANK Assets Liabilities Reserves $ 200 Loans $ 700 Securities $ 100 Deposits $ 800 Debt $ 150 Capital $ 50 Leverage ratio: the ratio of assets to bank capital In this example, the leverage ratio = $1000/$50 = 20 Interpretation: for every $20 in assets, $ 1 is from the bank’s owners, $19 is financed with borrowed money.
  • 25. Leverage Amplifies Profits and Losses • In our example, suppose bank assets appreciate by 5%, from $1000 to $1050. This increases bank capital from $50 to $100, doubling owners’ equity. • Instead, if bank assets decrease by 5%, bank capital falls from $50 to $0. • If bank assets decrease more than 5%, bank capital is negative and bank is insolvent.
  • 26. Central Banks & Monetary Policy • Central bank: an institution that oversees the banking system and regulates the money supply • Monetary policy: the setting of the money supply by policymakers in the central bank • Federal Reserve (Fed): the central bank of the U.S.
  • 27. The Structure of the Fed The Federal Reserve System consists of: – Board of Governors (7 members), located in Washington, DC – 12 regional Fed banks, located around the U.S. – Federal Open Market Committee (FOMC), includes the Bd of Govs and presidents of some of the regional Fed banks The FOMC decides monetary policy. Ben S. Bernanke Chair of FOMC, Feb 2006 – present
  • 28. The Fed’s Tools of Monetary Control • Earlier, we learned money supply = money multiplier Ă— bank reserves • The Fed can change the money supply by changing bank reserves or changing the money multiplier.
  • 29. How the Fed Influences Reserves • Open-Market Operations (OMOs): the purchase and sale of U.S. government bonds by the Fed. – If the Fed buys a government bond from a bank, it pays by depositing new reserves in that bank’s reserve account. With more reserves, the bank can make more loans, increasing the money supply. – To decrease bank reserves and the money supply, the Fed sells government bonds.
  • 30. How the Fed Influences Reserves • The Fed makes loans to banks, increasing their reserves. – Traditional method: adjusting the discount rate—the interest rate on loans the Fed makes to banks—to influence the amount of reserves banks borrow – New method: Term Auction Facility—the Fed chooses the quantity of reserves it will loan, then banks bid against each other for these loans. • The more banks borrow, the more reserves they have for funding new loans and increasing the money supply.
  • 31. How the Fed Influences the Reserve Ratio • Recall: reserve ratio = reserves/deposits, which inversely affects the money multiplier. • The Fed sets reserve requirements: regulations on the minimum amount of reserves banks must hold against deposits. Reducing reserve requirements would lower the reserve ratio and increase the money multiplier. • Since 10/2008, the Fed has paid interest on reserves banks keep in accounts at the Fed. Raising this interest rate would increase the reserve ratio and lower the money multiplier.
  • 32. Problems Controlling the Money Supply • If households hold more of their money as currency, banks have fewer reserves, make fewer loans, and money supply falls. • If banks hold more reserves than required, they make fewer loans, and money supply falls. • Yet, Fed can compensate for household and bank behavior to retain fairly precise control over the money supply.
  • 33. Bank Runs and the Money Supply • A run on banks: When people suspect their banks are in trouble, they may “run” to the bank to withdraw their funds, holding more currency and less deposits. • Under fractional-reserve banking, banks don’t have enough reserves to pay off ALL depositors, hence banks may have to close. • Also, banks may make fewer loans and hold more reserves to satisfy depositors. • These events increase R, reverse the process of money creation, cause money supply to fall.
  • 34. The Federal Funds Rate • On any given day, banks with insufficient reserves can borrow from banks with excess reserves. • The interest rate on these loans is the federal funds rate. • The FOMC uses OMOs to target the fed funds rate. • Changes in the fed funds rate cause changes in other rates and have a big impact on the economy.
  • 35. The Fed Funds rate and other rates, 1970–2012 0 5 10 15 20 1970 1975 1980 1985 1990 1995 2000 2005 2010 (%) Fed Funds 3 Month T-Bill Prime Mortgage
  • 36. Monetary Policy and the Fed Funds Rate To raise fed funds rate, Fed sells govt bonds (OMO). This removes reserves from the banking system, reduces supply of federal funds, causes rf to rise. rf F D1 S2 3.75% F2 S1 F1 3.50% The Federal Funds market Federal funds rate Quantity of federal funds