00025B-无代写
时间:2023-03-23
28/02/2023 CRICOS code 00025B
FINM 7406
Lecture 2:
The Foreign Exchange Market
Instructor: Dr Khoa Hoang
Reading: Eun Resnick Chapter 5
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Characteristics of FX Markets
Largest of all financial markets with average daily turnover of over
$1.8 Trillion! ($360 trillion/year) in 2004. $4 Trillion in 2010. $5.3
Trillion in 2013. $5.07 Trillion in 2016. $6.59 Trillion in 2019.
62% of all foreign exchange transactions involves cross-border
counterparties
Only ≈11% of daily spot transactions involve non-financial customers.
London is the largest FX market.
US dollar involved in 89% of all transactions.
Australian $ was the 5th most traded currency in 2019.
Source: BIS (Bank for International Settlements), April 2019.
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Currency Distribution of Global Foreign Exchange Market Turnover
(percentage shares of average daily turnover in April)
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Source: Bank for International Settlements, “Triennial Central Bank Survey of Foreign Exchange ,” April 2019, www.bis.org.
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Characteristics of FX Markets
 Not an organised exchange
 No fixed opening hours, centralised clearing mechanism,
standardized contracts, etc.
 Loosely organised in two tiers
 RETAIL: where individuals buy and sell foreign exchange.
 WHOLESALE: informal network of approx. 2000 dealer institutions,
banks and currency brokers. Linked through SWIFT with over 10,000
financial institutions in more than 200 countries(Society for Worldwide
Interbank Financial Telecommunication).
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Characteristics of the Wholesale Market
 Participants in the market:
 International banks
 Bank customers engaged in commercial and Investment transactions
 Non-bank dealers
 FX brokers
 Central banks
 Settlement of transactions – No real money changes hands (e.g. CLS
Bank)
 Extremely deep and liquid market
 A 24-hour market
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Geographic Extent of the Market
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0
5,000
10,000
15,000
20,000
25,000
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24
Tokyo
opens
Asia
closing
10 AM
In Tokyo
Afternoon
in America
London
closing
6 pm
In NY
Americas
open
Europe
opening
Lunch
In Tokyo
Measuring FOREX Market Activity: Average Electronic Conversations Per Hour
Source: Eiteman et al (Figure 5.1)
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Types of Activities
 Hedging
 It allows the firm to transfer exchange rate risk inherent in foreign
currency transactions
 Speculation
 An activity that leaves one open to exchange rate fluctuations and
one aims to make a profit
 Arbitrage
 take advantage of inconsistent prices to make risk free profits.
These profits are unlikely to last long.
 Spatial (or Locational) Arbitrage
 Triangular Arbitrage
 Covered Interest Arbitrage – Lecture 3
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Foreign Exchange Rates and Quotations
A foreign exchange rate is the price of one currency
expressed in terms of another currency.
E.g: AUD 2.3337 – 2.3901/GBP
A foreign exchange quotation (or quote) is a statement of
willingness to buy or sell at an announced rate.
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A Little Terminology
 Spot Rate: The exchange rate at which trades are executed immediately in the interbank
market. About a third of all FX trading is done in this market.
 Value Date for a spot transaction is the date on which parties actually receive the funds
they have purchased — usually occurs two business days after the deal is made.
 Foreign currency dealers provide two quotes:
Bid Price: Price at which the dealer is willing to buy foreign currency from you
Ask Price: Price at which the dealer is willing to sell foreign currency to you
 It is always the case that the Ask Price > Bid Price. The difference is the Bid-Ask spread.
 The less traded and more volatile a currency, the greater is the spread.
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Spot Market Convention
 Direct Quote: Home currency per unit of Foreign currency (FC) - e.g.
AUD/€ quote is 1.6003 – 1.6499
 Indirect Quote: Foreign currency per unit of Home currency – e.g.
€/AUD quote is 0.6061 – 0.6249
 Note that in all cases, the reciprocal of a direct quote is an indirect quote.
 Also, you might encounter an exchange rate quotation in American terms
(US$/FC) or European terms (FC/US$).
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AUD
EUREUR
AUD 1
=
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Bid – Ask Prices
 Consider the DIRECT quote:
Bid Price (Dealer buys) -- Ask Price (Dealer sells)
AUD 2.3337 – 2.3901/GBP
 [AUD/GBP]bid = 2.3337 – the rate at which the bank will buy
GBP in exchange for AUD.
 [AUD/GBP]ask = 2.3901 – the rate at which the bank will sell
GBP for AUD.
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Bid and Ask Quotations
 Bid and Ask prices mixed with alternative quotations methods
can lead to confusion. Try to remember:
 The dealer buys the denominator currency at the BID
(client buys the numerator currency at the bid)
 The dealer sells the denominator currency at the ASK
(client sells the numerator currency at the ask)
AUD 2.3337 – 2.3901/GBP
 When all else fails, remember that the commercial client always,
ALWAYS gets the worse end of the deal!!!
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Another Example
 American terms: (e.g., British pound)
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Bid Offer (Ask)
$/£ 1.4482 1.4484
Bid: Dealer buys £ for $ at the Bid,
Client sells £ for $
(i.e., dealer will buy £1,000,000 for $1,448,200)
Ask: Dealer sells £ for $ at the Ask,
Client buys £ for $
(i.e., dealer will sell £1,000,000 for $1,448,400)
(Dealer buys) (Dealer sells)
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Bid/Ask Example
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Bid
1.4482
$/£
Ask
1.4484
Bid
0.6904
£/$
Ask
0.6905
A direct bid is the reciprocal
of an indirect ask.
A direct ask is the reciprocal
of an indirect bid.
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Bid/Ask Example
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Bid
1.4482
$/£ £/$
Ask
0.6905
Dealer is
willing to buy
£1 for
$1.4482
Dealer is
willing to sell
$1 for
£0.6905
When the dealer is
willing to buy (bid) £1
for $1.4482, he is
implicitly also willing to
sell (offer) $1 for
£0.6905.
£1
$1.4482= 0.6905£/$
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Bid/Ask Example
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£1
$1.4484 = 0.6904£/$
When the dealer is
willing to sell (offer) £1
for $1.4484, he is
implicitly also willing to
buy (bid) $1 for
£0.6904.
$/£
Ask
1.4484
Bid
0.6904
£/$
Dealer is
willing to sell
£1 for
$1.4484
Dealer is
willing to buy
$1 for
£0.6904
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Bid – Ask Spread
 Banks act as market makers and realise their profits from the
spread
 Consider the DIRECT quote of $ 1.4482 – 1.4484/£
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( ) point basis 38.1100
4484.1
4482.14484.1% =×−=spread
( )
Ask
BidAskspread −=%
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Cross Rates
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Source: Bank for International Settlements, “Triennial Central Bank Survey of Foreign Exchange and Derivatives Market Activity in 2019” www.bis.org.
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Cross Rates
 Many currency pairs are only inactively traded, so their exchange rate is
determined through their relationship to a widely traded third currency.
 For example, an Australian importer needs Danish currency to pay for
purchases in Copenhagen.
 The Australian dollar (symbol A$) is not widely quoted against the Danish
kroner (symbol DKr).
 However, both currencies are quoted against the U.S. dollar.
 Assume the following quotes:
Australian dollar A$1.5431/US$
Danish kroner DKr7.0575/US$
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Cross Rates (Mid Rate)
 The Australian importer can buy one U.S. dollar for A$1.5431
and with that one U.S. dollar buy DKr7.0575.
 The cross-rate calculation would be:
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A$/DKr 0.2186
US$DKr7.0575/
S$A$1.5431/U
dollar .kroner/U.SDanish
dollar .dollar/U.S Australian
==
 The cross rate could also be calculated as the reciprocal.
Australian dollar A$1.5431/US$
Danish kroner DKr7.0575/US$
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Cross Rates (Bid – Ask Rate)
 Bid (Banks buy) Ask (Banks sell)
A$1.5455 – A$1.7158/USD
DKr7.0680 – DKr8.1280/USD
 The cross-rate calculation for A$/Dkr would be:
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A$/DKr 0.1901
USDDKr8.1280/
/USDA$1.5455
dollar .kroner/U.SDanish
dollar .dollar/U.S Australian
==

 For A$/Dkr
Bid Rate for Denominator Currency means banks buy Dkr and Sell A$
Or = banks sell USD wrt Dkr and Buy USD wrt A$
A$/DKr 0.2428
USDDKr7.0680/
/USDA$1.7158
dollar .kroner/U.SDanish
dollar .dollar/U.S Australian
==
Ask Rate (A$/Dkr) means banks sell Dkr and Buy A$
Or = banks buy USD wrt Dkr and Sell USD wrt A$
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Triangular Arbitrage
 Cross rates can be used to check on opportunities for intermarket
arbitrage. Suppose the following exchange rates are available:
Barclays Bank: Australian dollars per pound sterling: A$1.8410/£
Westpac Bank: Australian dollars per Euro: A$1.2223/€
Deutsche Bank: Euro per pound sterling: €1.5100/£
 The synthetic cross rate between Euro
and Pound and is:
A$1.8410/£
A$1.2223/€
 Strategy: Buy Low Sell High = Buy € and Sell £
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You get more
Euro from and
sell Pound to
Deutsche Bank
= € 1.5062/ £
£ Overvalued
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Triangular Arbitrage - An Example (Figure 5.5a)
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Barclays Bank: Australian dollars per pound sterling: A$1.8410/£
Westpac Bank: Australian dollars per Euro: A$1.2223/€
Deutsche Bank: Euro per pound sterling: €1.5100/£
Westpac,
Sydney,
AUD
Barclays,
London
£
*€1.5100/£
Deutsche,
Frankfurt

End with AUD1,002,538 Start with AUD1,000,000
Risk-Free Profit AUD2,538
£543,183€820,206
Strategy:
Buy € and
Sell £
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Multiple Choice Quiz
Barclays Bank: Australian dollars per pound: A$1.8410/£
Westpac Bank: Australian dollars per Euro: A$1.2223/€
Deutsche Bank: Euro per pound sterling: €1.5100/£
If I can change the quoted rate of €1.5100/£ to another number, so that there would be
no more risk-free profit, what would that number be?
a) €1.4700/£
b) €1.5100/£
c) €1.5300/£
d) €1.5062/£
e) I don’t know the answer
24
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Try this one on your own
 Find the arbitrage opportunity here if you start with $1,000,000:
Citibank: US$ per euro $1.2223/€
Barclays Bank: US$ per pound sterling $1.8410/£
Dresdner Bank: Euros per pound sterling €1.5062/£
 Hint: You should get a profit of $0. Prove it!
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Triangular Arbitrage - An Example (Figure 5.5a)
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Barclays Bank: Australian dollars per pound sterling: A$1.8410/£
Westpac Bank: Australian dollars per Euro: A$1.2223/€
Deutsche Bank: Euro per pound sterling: €1.51062/£
A$1.8410/£
A$1.2223/ €
Westpac,
Sydney,
AUD
Barclays,
London
£
*€1.5062/£
Deutsche,
Frankfurt

End with AUD1,000,000 Start with AUD1,000,000
£543,183€818,142
= € 1.5062/ £ Synthetic Cross Rate
A$1.8410/£
A$1.2223/€
X
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Forward Contracts
 Forward transactions require delivery at a future date of a
specified amount of one currency for a specified amount of
another currency.
 This is a rate that is agreed upon today, but settled further into
the future.
 Forward contracts are traded on the inter-bank market. They
can be tailored for
 contract sizes
 currency
 delivery dates
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Ways to Express Forward Rates
 There are three ways to express
forward rates:
• Outright quotes (either direct or indirect)
• Via points to be added or subtracted
from spot rate
• As an annualized percentage forward premium or discount
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(1st way) Outright Quotes
 Forward: If the value date is much longer than 2 days, like 30, 90 or more
days
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$/£ £/$
$/FC FC/$
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(1st way cont) Spot vs. Forward Exchange Rates
 Currencies which are more (less) expensive to buy forward are at a
premium (discount).
 For the denominator currency, Forward > Spot implies
a premium of foreign currency forward.
e.g., S = 0.9077 $/SF, F6 Months = 0.9129 $/SF
 The forward Swiss franc is more expensive to buy. Therefore, the
forward Swiss franc is trading at a
premium to the spot Swiss franc (relative to the dollar).
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(2nd way) Forward Quotes – Swap Rates
 Among themselves, foreign exchange traders usually quote
forward rates in terms of points, also referred to as “swap rates”
 A point is the last digit of a quotation
 A point is equal to 0.0001 of most currencies.
 Some currencies, such as the Japanese yen, are quoted only to
two decimal places (0.01).
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Forward Quotes – Swap Rates
 A forward quotation expressed in points is not a foreign
exchange rate as such.
 Rather, it is the difference between the forward rate and the spot
rate.
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European Terms, Sfr/$
Bid Offer
Spot 1.5625 1.5635
Points Quotations:
One month forward 58-56
Three months forward 175-169
Six months forward 342-334
If Bid Pts > Ask Pts
forward discount 
Subtract from spot
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Forward Quotes – Swap Rates
 When the Bid Points > Ask Points, you subtract the points
from the spot rate to get the outright forward quote:
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European Terms, Sfr/$
Bid Ask
F1 mo: 1.5625 − 0.0058 = 1.5567 1.5635 − 0.0056 = 1.5579
F3 mo: 1.5625 − 0.0175 = 1.5450 1.5635 − 0.0169 = 1.5466
F6 mo: 1.5625 − 0.0342 = 1.5283 1.5635 − 0.0334 = 1.5301
These are the outright
forward quotes
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Forward Quotes – Swap Rates
 On the other hand, if the Bid Points < Ask Points, there is a
forward premium and you add the points to the spot rate to get
the outright forward quote:
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American Terms, $/Sfr
Bid Offer
Spot 0.6396 0.6400
Points Quotations:
One month forward 23-24
Three months forward 70-72
Six months forward 140-143
If Bid Pts < Ask Pts
Forward Premium
 Add to spot
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Forward Quotes – Swap Rates
 If the Bid Points < Ask Points, you add the points to the spot
rate to get the outright forward quote:
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American Terms, $/Sfr
Bid Ask
F1 mo: 0.6396 + 0.0023 = 0.6419 0.6400 + 0.0024 = 0.6424
F3 mo: 0.6396 + 0.0070 = 0.6466 0.6400 + 0.0072 = 0.6472
F6 mo: 0.6396 + 0.0140 = 0.6536 0.6400 + 0.0143 = 0.6543
These are the outright
forward quotes
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Foreign Exchange Rates and Quotations
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Eiteman (Page 145)
Outright Quotation
Means
0.09
Means
0.0004
What is the ask price for the 5 yrs forward rate between Yen/AUD?
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3rd way: Annualized Percentage Forward Premium/Discount
 Forward premium (discount) exists when a currency purchases
more (less) of the 2nd currency in the future than it does
presently.
Note:
p > (<) 0 is the annualised premium (discount) of the denominator currency
N – maturity of the forward contract (or number of days forward)
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×




 −
=
NSpot
SpotForwardp 360
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3rd way: Annualized Percentage Forward Premium/Discount
(cont)
 For exchange rate: USD/AUD
 If F > S then the currency is trading at a premium
 E.g. One AUD buys more USD in the forward market than in the spot market
 If ascending between bid/offer (i.e., 23 -24 one-month swap points) then
forward price will be higher than the current spot price
 If F < S then the currency is trading at a discount
 E.g. One AUD buys less USD in the forward market than in the spot market
 If descending between bid/offer (i.e., 58 - 56 one-month swap points) then
forward price will be lower than the current spot price
 If F = S then market is relatively flat
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Forward Premium/Discount – An Example
 Euro quotes from The Financial Times:
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Spot = 0.8772 $/€
F30 = 0.8785 $/€
F90 = 0.8806 $/€
F360 = 0.8891 $/€
Note that the Euro is more expensive in
the forward market
 The forward Euro is at a premium
tSpot
SpotForward
ft
360
×

=
%8.1
30
360
8772.0
8772.08785.0
30


=Eurof
%6.1
90
360
8772.0
8772.08806.0Euro
90f =×

=
%4.1
360
360
8772.0
8772.08891.0
360


=Eurof
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Measuring a Change in the Spot Exchange Rates
 The percentage appreciation/depreciation (R) of the
denominator currency from t-1 to t equals:
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t-1,t
-1t
-1tt
Spot
SpotSpot R=−
t-1,t
-1t
t
Spot
Spot R+=1
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An Example
 The Australian dollar was quoted against USD.
• At t-1 : A$1.8445/$
• At t : A$1.335/$.
What is the appreciation/depreciation of the $ (USD)?
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An Example
 Thus, the appreciation/depreciation of the $, relative to the A$
from t-1 to t is:
 Then, what is the appreciation/depreciation of the A$ relative to
$? By how much (%)?
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1
1,
1
A$1.335/$ $1.8445 27.6%
$1.8445
t t
t t
t
S S A /$R
S A /$



− −
= = = −
Thus, the U.S.$ has depreciated
relative to the A$ by 27.62%
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An Example
 To calculate the appreciation/depreciation of the Australian
dollar, relative to the US dollar, we want the denominator
currency to be the A$:
 At t-1 : A$1.8445/$ = $0.5422/A$
 At t : A$1.335/$ = $0.7491/A$
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1
1,
1
$0.7491 $0.5422 / $ 38.2%
$0.5422 / $
t t
t t
t
S S AR
S A



− −
= = =
Thus, the A$ has appreciated
relative to the USD by 38.2%
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$ depreciation, A$ appreciation not equal
 In general, the percentage appreciation in one currency is not equal to the
percentage depreciation in the other currency. Instead…
1+R$0,1= 1/(1+RA$0,1) or 1+RA$0,1= 1/(1+R$0,1)
 For previous example:
1+RA$0,1 = 1/(1+RUS$0,1)
1+RA$0,1 =1/(1-0.2762)
RA$0,1 = 38.2%
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$ 1
0,1 $
10 0,1
0
( $ / $) 1 11 ($ / $)( $ / $) 1
($ / $)
A
S AR S AS A R
S A
+ = = =
+
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Additional Problem
• On July 2, 1997, the Thai Baht fell 17% against the U.S.$. By how much
has the $ appreciated against the Baht?
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1 1 1
0,1
0 0 0
1 1
0 0
1 ( .17) 0.83
$ /1 0.83
$ /
/ $ 1/ 0.83 1.2048
/ $
,20.48%
S BahtR
S Baht
Baht
Baht
Thus
+ − =
+ = = =
= =
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Glossary of Terms
 Spot rate – The current market price of one currency in terms of another.
 Direct quote – domestic currency per unit of foreign currency (AUD/CHF –
Swiss franc)
 Indirect quote – foreign currency per unit of domestic currency.
 American terms – Direct quote from the perspective of the US dollar.
 European terms – Indirect quote from the perspective of the US dollar.
 Bid (Ask) rate – Rate at which the bank is willing to buy (sell) a currency.
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Glossary of Terms (cont.)
 Arbitrage – The ability to make riskless profits by purchasing a commodity
where it is cheap and simultaneously selling it where it trades at a higher
price.
 Cross rate – An exchange rate that does not involve the domestic currency.
 Forward contract – It is contract to buy or sell a specific amount of a
commodity at a specific price and at a specific time in the future.
 Forward premium – When one currency purchases more of a 2nd currency
in the future, than it does today.
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Thank you


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