Australian lending rate is at 4%, while the Singapore loan rate is 3%. Using the formula (1+r) [1 + (%Δ)] ‒ 1 = Effective Financing Rate Based on That % Change in Spot Rate, please calculate possible rates and then calculate the rates based on probabilities of occurrence using a 50% of the loan portfolio being from each country (Australia and Singapore) given the probability of occurrence.
|
Possible % change in Spot Rate |
Probability of Occurrence |
Financing rate based on that % change in the spot rate |
|
|
Outcome 1 for Australian Dollar: 4% |
-2% |
70% |
|
|
Outcome 2 for Australian Dollar: 4% |
8% |
30% |
|
|
Outcome 1 for Singapore Dollar: 3% |
-1% |
60% |
|
|
Outcome 2 for Singapore Dollar: 3% |
9% |
40% |
|
Possible Joint Effective Financing Rates |
Computation of Joint Probability |
Computation of Effective Financing Rate of Portfolio (50% in each) |
|
|
Australian Dollar |
Singapore Dollar |
||
|
100% |
|||
| Financing Rate based on change in Spot Rate | Probability | Possible Joint Effective rates | Effective Rate | |
| Formulae | (1+r) [1 + (%Δ)] ‒ 1 | Col. B*Col.C | Row 3+4 & Row 6+7 | |
| Australian Dollar | 1.92% | 0.7 | 0.0134 | 5.04% |
| 12.32% | 0.3 | 0.0370 | ||
| Singapore Dollar | 1.97% | 0.6 | 0.0118 | 6.09% |
| 12.27% | 0.4 | 0.0491 |
(15 Points) Using the formula from the preceding problem (variation shown below), assuming that the change...
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