Question

In: Finance

Arthur Doyle is a currency trader for Baker? Street, a private investment house in London. Baker?...

Arthur Doyle is a currency trader for Baker? Street, a private investment house in London. Baker? Street's clients are a collection of wealthy private investors? who, with a minimum stake of pound 240, 000 ?each, wish to speculate on the movement of currencies. The investors expect annual returns in excess of 25%. Although officed in? London, all accounts and expectations are based in U.S. dollars. Arthur is convinced that the British pound will slide significantly - possibly to $ 1.3200 - in the coming 30 to 60 days. The current spot rate is $ 1.4257. Arthur wishes to buy a put on pounds which will yield the 25?% return expected by his investors. Which of the following put options would you recommend he? purchase? Prove your choice is the preferable combination of strike? price, maturity, and? up-front premium expense.

Strike Price

Maturity

Premium

$

1.36

30 days

$

0.00081

$

1.34

30 days

$

0.00021

$

1.32

30 days

$

0.00004

$

1.36

60 days

$

0.00333

$

1.34

60 days

$

0.00151

$

1.32

60 days

$

0.00061

The return on investment? (ROI) at the strike price of ?$1.36

The return on investment? (ROI) at the strike price of $1.34

The return on investment? (ROI) at the strike price of $1.32

?

Solutions

Expert Solution

Calculation of strike price at 30 days out option

Return on investment at the strike price$1.36£ = (Current spot rate- Strike price- Premium paid)/Current spot rate * 365/Number of days

Return on investment at the strike price$1.36£ = (1.4257- 1.36- .00081)/1.4257*365/30=.5537 or 55.37%

Return on investment at the strike price$1.34£ = (1.4257-1.34- .00021)/1.4257*365/30=.7295 or 72.95%

Return on investment at the strike price$1.32£ = (1.4257-1.32- .00004)/1.4257*365/30= .9016 or 90.16%

Calculation of strike price at 60 days out option

Return on investment at the strike price$1.36£ = (Current spot rate- Strike price- Premium paid)/Current spot rate * 365/Number of days

Return on investment at the strike price$1.36£ = (1.4257- 1.36- .00333)/1.4257*365/60=.2661 or 26.61%

Return on investment at the strike price$1.34£ = (1.4257-1.34- .00151)/1.4257*365/60=.3592 or 35.92%

Return on investment at the strike price$1.32£ = (1.4257-1.32- .00061)/1.4257*365/60=.4484 or 44.84%

Purchase preference:

30 days put option at the strike price$1.32£ where ROI is 90.16%

60 days put option at the strike price$1.32£ where ROI is 44.84%


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