6. Topic: Triangular Arbitrage Assume the following information: Value of Canadian dollar in U.S. dollars Value of New Zealand dollar in U.S. dollars Value of Canadian dollar in New Zealand dollars $0.90 $0.30 NZ$3.02 Given this information, is triangular arbitrage possible? If so explain the steps that would reflect triangular arbitrage, and compute the profit from this strategy if you had $11 million to use.
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- Assume the following information: Quoted Price Value of Canadian dollar in U.S. dollars $.90 Value of New Zealand dollar in U.S. dollars $.30 Value of Canadian dollar in New Zealand dollars NZ$3.02 Given this information, is triangular arbitrage possible? If so, explain the steps that would reflect triangular arbitrage, and compute the profit from this strategy if you had $1,000,000 to use. What market forces would occur to eliminate any further possibilities of triangular arbitrage? a) Diamond Bank expects that the Singapore dollar will depreciate against the dollar from its spot rate of $.43 to $.42 in 60 days. The following interbank lending and borrowing rates exist: Lending Rate Borrowing Rate U.S. dollar 7.0% 7.2% Singapore dollar…Assume the following information: Quoted Price Value of Canadian dollar in U.S. dollars $.90 Value of New Zealand dollar in U.S. dollars $.30 Value of Canadian dollar in New Zealand dollars NZ$3.02 Given this information, is triangular arbitrage possible? If so, explain the steps that would reflect triangular arbitrage, and compute the profit from this strategy if you had $1,000,000 to use. What market forces would occur to eliminate any further possibilities of triangula r arbitrage?Compute the profit from triangular profit ir the bid and ask rate for pound and US$ are 0.70 pound/US$, 0.73 pound/US$ and US$ and Euro are 0.9 Euro/US$ and 0.94 Euro/US$ and for pound and Euro are 0.64 pound/Euro and 0.68 pound/Euro. Compute the triangular Arbitrage profit if the motional sum is $1000. The steps to be followed by euros, then buy pound and then buy US$. A. -$32.35 B. -$73.53 C. $72.19 D. $9.12
- Suppose exchange rate of Japanese yen in US $ is $.010, exchange rate of euro in US $ is $1.34, and exchange rate of euro in Japanese yen is 139 yen and you have $100, 000 to invest. By looking the exchange rates, do you see triangular arbitrage opportunity? What is your profit or loss? Show the work to support your answer.Case study - Same product or value in different country but with different in currency. For example, USD10 and MYR10 for McD cheeseburger. Please relate using the 3 theories of IRP (Interest rate Party), PPP (Purchasing Power Parity), and IFE (International Fisher Effect). Also describe what is increased, what is decreased based on the interest rate, demand, inflation, price, etc the above mentioned relations.Given this information. Is triangular arbitrage possible? If so, explain the steps that would reflect triangular arbitrage and compute the profit from this strategy if you had $1,000,000 to use. Value of Canadian dollar in US dollars $ 0.90 Value of New Zealand dollar in US dollars $ 0.30 Value of Canadian dollar in New Zealand dollars NZ$ 3.02 Step 1 1) Different i for Base rate -Quote rate = 2) Different between Spot and Forward = (1) + (2) = invest in _ borrow in _ Step 2 explain using table
- Compute the profit from triangular profit if the bid and ask rate for yen and euro are 130yen/euro, 140yen/euro, and for US$ and euro are 0.8euro/US$ and 0.9euro/USS, and for US$ and yen are 100yen/US$, and 90yen US$. Compute the triangular arbitrage profit if the notional sum is $1,000.The British pound (GBP) is currently priced at $1.50 and the Swiss Franc (SF) is priced at $0.50, while the quoted cross rate is 1GB =3.50 SF. If you have $1,000, can you make an arbitrage profit? If so, describe the steps required to create the opportunity and show the profit. If there is no arbitrage profit opportunity, describe how you arrived at that decision.Please no written by hand solution Suppose you observe the following rates in a market. $0.80 = 1.0 euros $1.50 = 1.00 pounds 0.55 pound = 1.00 euro If you have $1 million, you will get arbitrage profits by buying a currency with $1 million, then buying another currency with the currency you bought, and lastly buying dollars with the currency you bought. The arbitrage profit with the operation will be ?
- Masons intends to purchase goods valued at £2.09 million, with payment due in one year. To mitigate the exchange rate risk associated with the £2.09 million payment, Masons is considering the forward market hedging strategy. Using the data provided in Table 1, determine the cost in Chinese yuan (CNY) when employing the forward market hedging strategy. (Please input the value as a whole number, excluding any signs or symbols). TABLE 1 For Chinese yuan (CNY) Spot rate £0.3755/CNY One-year forward rate £0.5381/CNY One-year CNY deposit and borrowing rate 8.48% One-year call options Exercise price = £0.52 Premium = £0.03 One-year put options Exercise price = £0.58 Premium = £0.06 For British Pound (£) Spot rate CNY3.5909/£ One-year forward rate CNY1.918/£ One-year £ deposit and borrowing rate 4.71% One-year call options Exercise price = CNY1.64 Premium = CNY0.17…Considering the following quotes from three banks: London Bank: €1.0837/£ Hong Kong Bank: U$1.1944/£ Tokyo Bank: €0.9582/U$ Ignoring transaction costs, is there an arbitrage opportunity based on these quotes? Justify your answer through calculations. If yes, what steps would you take to make an arbitrage profit and how much profit in US dollars would you make if you are authorized to use 10 million US dollars for this purpose?Assuming the following quotes: Citibank quotes U.S. dollars per pound at $1.5400/£ National Westminster quotes euro per pound at €1.6000/£ Deutsche bank quotes dollars per euro at $0.9700/€ Is there an arbitrage opportunity based on these quotations? If so, show how a market trader with one million $ (1,000.000 $) can make an inter-market arbitrage profit, and calculate that profit.