Suppose the spot rate for the Canadian dollar is CAD1.034 = USD1, the 3-month forward rate is CAD1.036 = USD1, and the 1-year forward rate is CADS1.039. = USD1. If no other information is available, what will be your guess about the spot rate in 1 year?
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Suppose the spot rate for the Canadian dollar is CAD1.034 = USD1, the 3-month forward rate is CAD1.036 = USD1, and the 1-year forward rate is CADS1.039. = USD1. If no other information is available, what will be your guess about the spot rate in 1 year?
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- Suppose the spot rate and the 90-day forward rate on the Brazilian real are 3.3054 and 3.3263, respectively. If the three-month interest rate on dollars is .27%, what do you think is the three-month interest rate on the Brazilian real? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places.)(b) Assume AUD = 0.58 GBP and inflation is 3.5% pa in Australia and 7% pa in Great Britain. Estimate the AUD/GBP spot rate in one year's time and comment on the accuracy of this estimate.If the 60-day interest rates (simple, p.a.) are 3% at home (usd) and 4% abroad (eur) and the spot rate moves from 1.000 to 1.001: What is the return differential, and what is the corresponding prediction of the change in the forward rate?
- Suppose the nominal interest rate in the U.S. is 5% per year, the nominal interest rate in Brazil is 10% per year, and today's spot rate is S ($/BRL) = 0.24. If the International Fisher Effect holds, what are the expected spot rates S ($/BRL) in three months, 6 months, and 1 year?KA. An analyst observed the following rates: USD/JPY spot rate: 0.94105; The 3-months forward rate is 0.94320. Your coworker mentioned that the interest rate might be higher in one of the two countries.Suppose the nominal interest rate in the U.S. is 8% per year, the nominal interest rate in Brazil is 15% per year, and today’s spot rate is S ($/BRL) =0.49. Assuming that the International Fisher Effect holds, what is the expected spot rate S90 ($/BRL) in three months?
- Suppose that S ¥180/S. The annualized risk - free rates are 4.6% and 2.75% in Japan and the U.S., respectively. Find the one-year forward rate. Do not write any symbol. Make sure to round your answers to the nearest 100th decimal points.Suppose that the exchange rate is $0.92/Euro. The dollar-denominatedinterest rate is 4% and the euro-denominated interest rate is 3%.u = 1.2, d = 0.9, T = 0.75, n = 3, and K = $1.00.a. What is the price of a 9-month European put?b. What is the price of a 9-month American put?You use today's spot rate of the Brazilian real to forecast the spot rate of the real for one month ahead. Today's spot rate is $0.4524. Assume that you obtain the end-of-month spot exchange rates of the Brazilian real during the end of each of the last 6 months. End of Month 1 2 3 4 5 6 % $ Value of Brazilian real Use the value-at-risk method to determine the maximum percentage loss of the Brazilian real over the next month based on a 95 percent confidence level. Do not round intermediate calculations. Round your answer to two decimal places. $0.4231 0.4179 0.4192 0.4542 0.4649 0.4524 Forecast the exchange rate that would exist under these conditions. Do not round intermediate calculations. Round your answer to four decimal places.
- Using below information: Current spot rate CAD1 = USD 0.95 Annual interest rate in Canada: 2% Annual interest rate in US: 6% Applying International Fishier Effect theory, what should be the expected future spot rate for CAD? Use 4 numbers after decimal point.Suppose that the 90-day forward rate is $1.17/€, the current spot rate is S1.20/€, and you expect the future spot rate in 90 days to be S1.21/€. If the standard deviation of the 90-day rate of appreciation of the euro relative to the dollar is 2% (in terms of the current spot rate), what range covers 95.46% of your possible profits and losses (assume a normal distribution on the future spot rate)? O a. [-S0.032, SO.112] O b. [-S0.008, S0.0OSS] O . [S0.023, S0.075] O d. [S0.016, S0.064]Find the present worth sum of money that would be equivalent to the future amounts of $5000 in year 6 and $7000 in year 8 if the real interest rate is 10% per year and the inflation rate is 5% per year. Solve using the factors and their equations with (a) an inflation-adjusted rate, and (b) the real interest rate. Solve manually please