Forums › ACCA Forums › ACCA FM Financial Management Forums › Question about money market hedging
- This topic has 3 replies, 3 voices, and was last updated 11 years ago by John Moffat.
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- November 21, 2013 at 9:39 am #147121
Hey guys.I have a question about the last step in money market hedging(EXAMPLE 7 about future payment).Why we need to borrow local currency in 3 months?I mean if we borrow the money in 2 months ,we still can get the money we want(4860204 pounds)now and we don’t have to pay extre interest. THX
November 21, 2013 at 10:40 am #147130Are you talking about the question which starts “Q is due to pay $8M in 3 months time”?
You don’t borrow the money in 3 months time, you borrow the money now. Here are the steps you take.
1. Work out how many dollars you need to buy now. You are going to invest these dollars, so you only need sufficient dollars that, when interest has accrued, add up to $8M, the amount payable.
2. Exchange now. In other words, but these dollars, at today’s spot rate.
3. Borrow pounds now. The implication is that you don’t have any surplus funds, so the only way you are going to buy dollars is to borrow some pounds now. The amount of pounds you borrow is subject to an interest charge. Therefore, the overall amount you pay for this transaction is the amount of pounds you borrowed, plus the interest you had to pay over 3 months.
November 21, 2013 at 10:58 am #147133Having just looked at the answer, there are a couple of things which are slightly confusing.
Firstly, there is a misprint in the answer. On the top line, where it says 1.0116, it should say 1.016.
Secondly, the question states that the interest rates are the current 3-month interest rates, not the annual interest rates. So I’m not sure why they prorate them in the answer.
November 21, 2013 at 5:41 pm #147252Sorry about the misprint.
However, regarding the interest rate – interest rates are always quoted on an annual basis (unless you are specifically told otherwise, which is unlikely).
This is what happens in real life – banks quote annual interest rates, but they quote different annual rates depending on the length of the loan or deposit. So they might (for example) quote 10% p.a. for 3 month deposits, and quote 12% p.a. for 6 month deposits.
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