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Suppose the bank interest rates in America and India are 4.5% and 8.5% respectively. The spot market…

The approximate twelve-month forward rate is ₹ 64.48 per US dollar. Interest-rate parity gives \(F\) \(=S\frac{1+r_{\mathrm{India}}}{1+r_{\mathrm{US}}}\)…

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Suppose the bank interest rates in America and India are 4.5% and 8.5% respectively. The spot market exchange rate is ₹ 62.10 per US dollar. What would be the approximate twelve-month forward rate in rupees per US dollar ?

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The approximate twelve-month forward rate is ₹ 64.48 per US dollar. Interest-rate parity gives FF =S1+rIndia1+rUS=S\frac{1+r_{\mathrm{India}}}{1+r_{\mathrm{US}}} =62.10×1.0851.045=62.10\times\frac{1.085}{1.045} =1347572090=\frac{134757}{2090} =64.477033…=64.477033\ldots. Rounding this value to two decimal places gives 64.48.

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