In: Finance
A US multinational received an order for airplane parts from Australia for delivery in one year. The total invoice is A$1,000,000 and payable in six months. The expected spot prices to prevail in six months range from $0.55 to $0.85. The following information is available:
Spot
rate                                  $0.70/AUD
6-month forward
rate           $0.68/AUD.
Interest rate in US4.00%
Interest rate in Australia8.00%
Call option premium$0.12E=$0.70
Put Optionpremium$0.10 E=$0.70
| 1] | The can enter into a forward contract for sale of | ||
| A$1,000,000 after 6 months at the rate of $0.68/AUD. | |||
| The amount receivable would be: 1000000*0.68 = | $ 680,000 | ||
| 2] | For the MMH, the strategy would be create a liability | ||
| in A$, such that it would have a maturity value of | |||
| A$1,000,000 in 6 months. For that, the firm should | |||
| borrow AUD 1000000/1.04 = | 961538 | AUD | |
| [It is assumed that the given interest rates are per | |||
| annum. Hence, half yearly rates are USD 2% and AUD 4%] | |||
| The borrowing in AUD of 961538 will have a maturity value | |||
| of AUD1,000,000 [with interest of 4%] | |||
| The AUD of 961538 will be converted to $ to get: 961538*0.70 = | $ 673,077 | ||
| This amount in $ will be deposited for 6 months to get = 673077*1.02 = | $ 686,538 | ||
| The MV value of the deposit will be the amount receivable. | |||
| 3] | The firm should go for a put option on A$1,000,000 with a | ||
| premium of $0.10 per AUD, and strike rate of $0.70/AUD. | |||
| The premium payable upfront = 1000000*0.10 = | $ 100,000 | ||
| The option will be exercised, if the future spot is 0.70 or less. | |||
| Then the amount receivable on exercising the option will be:1000000*0.70 = | $ 700,000 | ||
| Less: FV of the premium = 100000*1.02= | $ 102,000 | ||
| Net receivable | $ 598,000 | ||
| If the future spot is more than 0.70$/A$, then the option will | |||
| not be exercised and the net amount would be: 1000000*Future spot rate-$102000 | |||
| 4] | Of the three options, the MMH would give the highest possible | ||
| receipt in the worst condition. |