90‑day U.S. interest rate = 2% per 90 days or 8% per year compounded quarterly
90‑day Malaysian interest rate = 2.5% per 90 days or 10% per year compounded quarterly
Assume borrowing and lending rates are the same for simplicity.
90‑day forward rate of Malaysian ringgit = $0.31
Spot rate of Malaysian ringgit = $0.30
Assume that the Santa Barbara Co. in the United States will need 500,000 ringgit in 90 days. It wishes to hedge this payables position. Would it be better off using a forward hedge or a money market hedge? Substantiate your answer with estimated costs for each type of hedge.
Forward hedge:
Cost = payable amount*forward rate = 500,000 ringgit*$0.31/ringgit = $155,000
Money market hedge:
Amount required in 90 days = 500,000 ringgit
So, amount required now = 500,000/(1+90 day Malaysian interest rate) = 500,000/(1+2.5%) = 487,804.88 ringgit
Amount required now (in USD) = 487,804.88*spot rate = 487,804.88*0.30 = $146,341.46
Dollar cost after 90 days = USD amount now*(1+ 90 day US interest rate)
= 146,341.46*(1+2%) = $149,268.29
Hedging cost will be lower using money market hedge as compared to the forward hedge.
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