a.
$1.50
b.
$15.00
c.
$1.00
d.
30 cents
e.
$16.5
f.
Zero
c = 4.15
Rf = 0.05 continuous pa
T = six months
X = 17
S = 18
a.
decrease by $25
b.
increase by $25
c.
increase by $250
d.
not change because marking to market only occurs when you close out
e.
decrease by $250
In Australia most hedging of exchange risk is conducted using these contracts. (0.5)
True
False
a.
Buy the call option, exercise it and sell the underlying share.
b.
An arbitrage profit cannot be made.
c.
Buy a put option, exercise it and buy the underlying share.
d.
Buy a call option and hold onto it until expiry.
e.
Sell a put option now and realise the profit.
a.
Net profit of $2.21
b.
Net loss of $2.21
c.
zero profit/loss
d.
Net loss of $5.79
e.
Net profit of $5.79
This is the payoff for the taker of a put . (1)
True
False
a.
S is always greater than F.
b.
F and S are never equal
c.
F = f(S plus carrying costs).
d.
F is always equal to S.
e.
There is no relationship between F and S.
· Now it is May and the current market price is $125 a barrel
· in May the October futures price is $120 a barrel
· in September you need to close out from your futures contracts; the current market price for oil is $113 a barrel and the October futures price is $112 a barrel.
a.
Gain on futures of $50,000 and effective price of $113 per barrel.
b.
Loss on futures of $50,000 and effective price of $112 per barrel.
c.
Loss on futures of $80,000 and effective price of $112.20 per barrel.
d.
Gain on futures of $80,000 and effective price of $121 per barrel.
e.
Gain on futures of $80,000 and effective price of $120 per barrel.
a.
Net profit of $1.63
b.
Net loss of $3.37
c.
Net profit of $3.26
d.
Net profit of $10.00
e.
Net loss of $1.63
Which of the following best describes this graph (1)
a.
Long Call Profit
b.
Short Put Profit
c.
Short Call Payoff
d.
Long Call Payoff
e.
Short Put Payoff
f.
Long Put Profit
g.
Short Call Profit
h.
Long Put Payoff
What sort of transactions should Mary undertake in order to hedge her risk using futures?
a.
Take a long position in the futures market in January fixing the price and take delivery of the contract in September.
b.
Take a long position in September wool futures in January, close out by taking a short position in wool futures in September and buy wool in the marketplace in September.
c.
Take a long position in September wool futures in January, close out by taking a long position in wool futures in September and buy wool in the marketplace in September.
d.
Take a short position in September wool futures in January, close out by taking a long position in wool futures in September and buy wool in the marketplace in September.
e.
Take a short position in the futures market in January and deliver the contract in September.
a.
initial seller of the option
b.
taker of a put option
c.
both buyer of the put option and buyer of the call option
d.
owner of the option selling to close
e.
taker of a call option
a.
Net profit of $50.05
b.
Net profit of $6.79
c.
Net Profit of $10.05
d.
Net loss of $1.95
e.
Net loss of $10.05
a.
the market price of the share.
b.
zero.
c.
the difference between the exercise price and the share price.
d.
an undefined amount.
e.
the original price paid for the option.
a.
$5.00
b.
infinite.
c.
not enough information given to be able to calculte
d.
Zero
e.
$9.50
I.
Most futures contracts do not go to delivery.
II.
An important difference between a forwards and a futures is that futures are marked to market.
III.
Futures can be used to hedge risk, speculate on price and to perform riskless arbitrage.
IV.
An important function of a futures clearing house is to minimise default
V.
The futures clearing house guarantees all its futures contracts whether they are long or short.