Question

Stephen just bought 1 contract of put options and, at the same time, 2 contracts of...

Stephen just bought 1 contract of put options and, at the same time, 2 contracts of call options on the Swiss francs (SF) at the strike price of 60 cents per franc. Each option contract is for SF 12,000. The option will expire in three months. The put premium is 2.50 cents per SF and the call premium is 2.00 cents per SF.

(1) Diagram the ‘combined’ dollar profit schedule against the future spot exchange rate.

(2) Compute and show the breakeven future spot exchange rates on the diagram.

(3) What are the maximum possible loss and maximum possible profit in dollar terms?

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Answer #1

1]

Payoff of a long call option = Max[S-X, 0] - P

Payoff of a long put option = Max[X-S, 0] - P

S = underlying price at expiry,

X = strike price

P = premium

Each contract is for 12,000 SF, hence the premiums and the payoffs are multiplied by 12,000 for each contract

1 Exchange rate at Payoff Payoff Net expiry of Long of Long Payoff (cents per Call (in Put (in (in franc cents cents) cents)

Exchange rate at expiry (cents per Payoff of Long Call (in 1 franc) cents) 245 - (MAX(A2-60,0)-21*2*12000 3 46 =(MAX(A3-60,0)

Net Payoff (in cents) 300.000 250000 200.000 150,000 300,000 50,000 4.00 46.00 47.00 48.00 19.00 50.00 51.00 52.00 53.00 53.5


2]

In the diagram, the breakeven future spot exchange rates are where the payoff line (yellow) intersects the horizontal axis.

Lower breakeven = strike price - total premium paid = 60 + (2.00 + 2.00 + 2.50) = 53.50

3]

Maximum loss = total premium paid * SF per contract

Maximum loss = (2.00 + 2.00 + 2.50) * 12,000 = 78,000 cents, or $7,800

Maximum profit = potentially unlimited (as Stephen holds only long positions in both the call and put contracts)

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