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International Financial Management Study Set 5
Exam 7: Futures and Options on Foreign Exchange
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Question 61
Multiple Choice
Comparing "forward" and "futures" exchange contracts,we can say that
Question 62
Multiple Choice
If you think that the dollar is going to appreciate against the euro,you should
Question 63
Multiple Choice
With regard to trading costs,
Question 64
Multiple Choice
The one-step binomial model assumes that at the end of the option period,the call will have appreciated to S
u
T = S
0
u or depreciated to S
d
T = S
0
d.How is u calculated?
Question 65
Multiple Choice
Three days ago,you entered into a futures contract to sell €62,500 at $1.50 per €.Over the past three days the contract has settled at $1.50,$1.52,and $1.54.How much have you made or lost?
Question 66
Multiple Choice
For European currency options written on euro with a strike price in dollars,what is the effect of an increase in r
€
?
Question 67
Essay
Consider an option to buy €12,500 for £10,000.In the next period,the euro can strengthen against the pound by 25 percent (i.e.,each euro will buy 25 percent more pounds)or weaken by 20 percent. Big hint: don't round,keep exchange rates out to at least 4 decimal places.
s
p
o
t
R
a
t
e
s
R
i
s
k
−
t
r
e
e
R
a
t
e
s
S
0
(
$
/
€
)
$
1.60
=
€
1.00
i
$
3.00
%
S
0
(
$
/
£
)
$
2.00
=
£
1.00
i
€
4.00
%
S
0
(
€
/
£
)
€
1.25
=
£
1.00
i
£
4.00
%
\begin{array}{lll}&spot Rates&Risk-tree Rates\\S_{0}(\$ / €) & \$ 1.60=€ 1.00&i \$ 3.00 \% \\S_{0}\left(\$ / £)\right. & \$ 2.00=£ 1.00&i €4.00 \% \\S_{0}\left(€ /£)\right. & € 1.25=£ 1.00&i £4.00 \%\end{array}
S
0
(
$/€
)
S
0
(
$/£
)
S
0
(
€/£
)
s
p
o
tR
a
t
es
$1.60
=
€1.00
$2.00
=
£1.00
€1.25
=
£1.00
R
i
s
k
−
t
ree
R
a
t
es
i
$3.00%
i
€4.00%
i
£4.00%
USING RISK NEUTRAL VALUATION,find the value of the call (in pounds)
Question 68
Essay
Consider an option to buy €12,500 for £10,000.In the next period,the euro can strengthen against the pound by 25 percent (i.e.,each euro will buy 25 percent more pounds)or weaken by 20 percent. Big hint: don't round,keep exchange rates out to at least 4 decimal places.
s
p
o
t
R
a
t
e
s
R
i
s
k
−
t
r
e
e
R
a
t
e
s
S
0
(
$
/
€
)
$
1.60
=
€
1.00
i
$
3.00
%
S
0
(
$
/
£
)
$
2.00
=
£
1.00
i
€
4.00
%
S
0
(
€
/
£
)
€
1.25
=
£
1.00
i
£
4.00
%
\begin{array}{lll}&spot Rates&Risk-tree Rates\\S_{0}(\$ / €) & \$ 1.60=€ 1.00&i \$ 3.00 \% \\S_{0}\left(\$ / £)\right. & \$ 2.00=£ 1.00&i €4.00 \% \\S_{0}\left(€ /£)\right. & € 1.25=£ 1.00&i £4.00 \%\end{array}
S
0
(
$/€
)
S
0
(
$/£
)
S
0
(
€/£
)
s
p
o
tR
a
t
es
$1.60
=
€1.00
$2.00
=
£1.00
€1.25
=
£1.00
R
i
s
k
−
t
ree
R
a
t
es
i
$3.00%
i
€4.00%
i
£4.00%
If the call finishes out-of-the-money what is your portfolio cash flow?
Question 69
Multiple Choice
If a currency futures contract (direct quote) is priced below the price implied by Interest Rate Parity (IRP) ,arbitrageurs could take advantage of the mispricing by simultaneously
Question 70
Multiple Choice
Yesterday,you entered into a futures contract to sell €75,000 at $1.79 per €.Your initial performance bond is $1,500 and your maintenance level is $500.At what settle price will you get a demand for additional funds to be posted?
Question 71
Multiple Choice
Yesterday,you entered into a futures contract to buy €62,500 at $1.50 per €.Suppose the futures price closes today at $1.46.How much have you made/lost?
Question 72
Multiple Choice
Find the input d
1
of the Black-Scholes price of a six-month call option on Japanese yen.The strike price is $1 = ¥100.The volatility is 25 percent per annum; r
$
= 5.5% and r
¥
= 6%.