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Topic 2 Interest Rates and Foreign Exchange: Spot Markets
Staying Competitive in a Floating Rate Environment
FX Markets
• Spot Market (Today’s Topic)
• Forward Market (Next Topic)
• Futures and Options
• Swaps
• Other Derivatives
Alternative Exchange Rate Systems
• Pegged Rates
• Floating Rates– Free Float
– Managed Float
Functions of Money
• Medium of Exchange
• Store of Value
• Unit of Accounting
Better Money, Worse Money
• What makes some money better?– Swiss Franc
– Euro
– Yen
– U.S. Dollar
• What makes some money worse?– Ruble
– Cruziero
– Peso
– Rupia
Examples of Exchange Rates (9/1/15)
Direct Quotes (U.S. Perspective)
• Swiss Franc 1.0423CHF 1 = $ 1.0423
• Euro 1.1305€ 1 = $ 1.1305
• British Pound 1.5306£ 1 = $ 1.5306
• Japanese Yen 0.008370¥ 1 = $ 0.008370
http://finance.yahoo.com/currency?u
Indirect Quotes
• Swiss Franc0.9594$1 = CHF 0.9594
• Euro 0.8847
• $1 = € 0.8847
• British Pound 0.6533$1 = £ 0.6533
• Japanese Yen 119.4775• $1 = ¥ 119.4775
Examples of Exchange Rates (1/29/13)
Direct Quotes (U.S. Perspective)
• Swiss Franc 1.0852CHF 1 = $ 1.0852
• Euro 1.3491€ 1 = $ 1.3491
• British Pound 1.5759£ 1 = $ 1.5759
• Japanese Yen 0.01103¥ 1 = $ 0.0110
http://finance.yahoo.com/currency-converter/?u
Indirect Quotes
• Swiss Franc0.9215$1 = CHF 0.9215
• Euro 0.7412
• $1 = € 0.7412
• British Pound 0.6346$1 = £ 0.6346
• Japanese Yen 90.6545$1 = ¥ 90.6545
Cross Rate Example:
NewYork
London Brussels
$1 =
£ 0.6
0$1 = Euro 0.75
£ 1 = Euro 1.50
$1,200,000 - $1,000,000 = $200,000
£ 600,000 Euro 900,000
DollarWeakens
Pound Weakens
DollarStrengthens
$1,000,000
Second Example:
NewYork
London Tokyo
$1 =
£ 0.6
0 $1 = ¥ 90
£ 1 = ¥ 135
$1,111,111 - $1,000,000 = $111,111
£666,667 ¥ 90,000,000
DollarStrengthens
Yen Weakens
DollarWeakens
$1,000,000
The Determination of Exchange Rates
• Equilibrium Spot Exchange Rate– Supply and Demand for Exchange
• Asset Market Model of Exchange Rates– Supply and Demand for Financial Assets
• Central Bank Intervention– Unsterilized
no domestic offset
– Sterilized domestic money supply adjusted to compensate
The Basic Relationship (FA is a financial asset; RA is a real asset)
MU money
P moneyMU FA1
P FA1
MU FA2
P FA2
L MU FAnP FAn
MU RA1
P RA1
MU RA2
P RA2
L MU RAnP RAn
A Helpful Concept: Arrow-Debreu Securities
• Arrow-Debreau securities: – One of these pays a dollar if a specific state of the world occurs at a
specific time,
– but pays nothing otherwise
– (a lottery ticket also works this way, but covers a very limited span of events)
MU money
P moneyMU FA1
P FA1
MU FA2
P FA2
LMU FAnP FAn
MU RA1
P RA1
MU RA2
P RA2
LMU RAnP RAn
Questions for discussion:
• What is the marginal utility of money?
• What is the price of money?
• What is the marginal utility of a financial asset?
• What is the marginal utility of a real asset?
• What does the price of an Arrow-Debreau security reflect?
• Consider the ratio of marginal utility to price. What does it mean for this ratio to be the same for all financial assets and real assets in the world?