You observe the following quoted money market rates: Bid Ask Spot exchange rate AUD1.185/USD AUD1.189/USD 95-day Forward exchange rate AUD1.341/USD AUD1.349/USD 95-day USD interest rate 5.57% p.a. 6.38% p.a. 95-day AUD interest rate 7.71% p.a. 8.81% p.a. What will your profit (in USD) be 95 days from now if you borrow USD3 million today and invest in Australia and then convert back to USD? In your calculations assume 360 days per year. a. -USD 361,605.85 b. -USD 352,934.10 C. -USD 272,802.68 d. -USD322,300.31 e. None of the options in this question.
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- 1. The spot market quotes the exchange rate of the GHS to a CADS as GHS 3.562 while the 90-day forward quotes it at GH3.425. Required: Calculate the annualized forward premium or discount. 2. Suppose bid price for £=GHS6.27, ask price = GHS6.316. Required: Calculate the bid/ask spread.Q.2: By considering the interest rate parity condition, answer each of the following: a. Why is the interest rate parity condition also the equilibrium condition for the exchange rate? b. By using the forward exchange rate, obtain the solution for the current spot equilibrium exchange rate. c. As of 29/03/2021 at 06:00 pm, 1 year forward S/TL rate in Reuters quotations is 9.73 $/TL. Spot interest rates for one-year maturity are 20% and 0.5% in Turkey and the US, respectively. Calculate the equilibrium exchange rate for the spot market in Turkey by using the interest rate parity condition. d. As of the same hour, the market closing rate is 8.15 S/TL. Evaluate the validity of the interest rate parity approach.Suppose you observe the following exchange rates and interest rates for the USD and THB: Bid Ask USD/THB 30.01 30.31 USD/THB F,360 ? ? Trader lends at Trader borrows at I USD 1.55% 1.75% I THB 0.60% 0.85% Which answer is closest to the minimum forward ask (USD/THBAF,360) that prevents covered interest rate arbitrage? 25.29 29.67 30.13 30.97 29.97
- Assume you can exchange $1 for either £1.0 or €0.50 in the U.S. In the London market, you can exchange £1 for €0.52. This situation creates an opportunity to profit immediately from which one of the following? A. Futures arbitrage B. Currency hedge C. Interest rate swap D. Absolute purchasing power parity E. Triangle arbitrageConsider the following money market information being quoted: Which of the following statements is true? Particulars GBP Interest Rate THB Interest Rate Spot Rate 1-year Expected Spot Rate Bid Rate 6.100% 10.550% THB5.6601/GBP THB5.9037/GBP C. Ask Rate 6.125% 10.625% THB5.6622/GBP THB5.9961/GBP a. There is an arbitrage which can only be made by initially borrowing GBP and then investing in THB. b. More than one of the options in this question are correct. The THB is selling at a premium to the GBP in the future. O d. There is an arbitrage which can only be made by initially borrowing THB and then investing in GBP.Suppose the exchange rate is $1.71/€. Let r$ = 2%, r€ = 7%, u = 1.16, d = 0.78, and T = 2. Using a 2-step binomial tree, calculate the value of a $1.70-strike American call option on the euro. a.$0.1253 b. $0.1220 c. $0.1118 d. $0.1196 e. $0.1172
- Forward premiums/discounts with bids/asks. Referring to the following spot and forward bid-ask rates for the US$/€ exchange rate, answer the questions that follow: b. What is the annualized forward premium or discount for each maturity? c. Restate the bid-ask quotations as a euro price of one dollar. Is the dollar at a premium or discount vis-à-vis the euro? What is the annualized premium/discount for each maturity? Are they different from the results you obtained in part b? Why?Suppose you are a customer in the FX market and observe the following quotes for FX spot trades of JPY vs. the USD, USD vs. the EUR and JPY vs. the EUR with three dealers A, B and C: Dealer Currency Pair Bid Ask S(USD/EUR) 1.1074 1.1099 S(UPY/USD) 121.00 121.15 C SUPY/EUR) 133.85 133.95 At these rates: O None of the other answers. O There is no triangular arbitrage opportunity. O There is an arbitrage opportunity and it involves buying JPY and selling EUR with dealer C. O There is an arbitrage opportunity and it involves selling JPY and buying USD with dealer B. O There is an arbitrage opportunity and it involves selling JPY and buying EUR with dealer C.Suppose the exchange rate of euro at current spot market is $1.25/€. If a put option has a strike price of $1.18/€ then we can say this option is a) inthemoney b) outofthemoney c) atthemoney d) past breakeven
- Assume that you are a retail customer. Use the information below to answer the following question. Exchange Rate - Bid Exchange Rate - Ask Interest Rate APR S0($/€) $ 1.42 = € 1.00 $ 1.45 = € 1.00 i$ 4 % F360($/€) $ 1.48 = € 1.00 $ 1.50 = € 1.00 i€ 3 % If you had borrowed $1,000,000, traded them for euros at the spot rate, and invested those euros in Europe, how many euros do you receive in one year?Economics Suppose that the exchange rates between euro, U.S. dollar and the yen are given in the table below. Explore the possibility of three-point arbitrage between these currencies once you have $1,000,000. Bid Ask USD/EUR 1.3183 1.3196 USD/JPY 0.01009 0.010102 EUR/JPY 0.00758 0.00763 a. It is possible to have a loss of 10818.25 USD b. It is possible to have a loss of 10067.91 USD C. It is possible to make a profit of 3322 USD Od. It is possible to make a profit of 2131 USDForeign Exchange Market Current spot rates are as follows: USD/CHF 1.5384/89 USD/SGD 2.3895/05 EUR/USD 0.9678/83 AUD/USD 0.5438/43 What is the two-way price for CHF/SGD? On which side of this price would the customer sell SGD? What is the two-way price for EUR/AUD? On which side of this price would the customer buy EUR? What is the two-way price for EUR/CHF? On which side of this price would the customer buy CHF? What is the two-way price for CHF/AUD? On which side of this price would the customer sell CHF?