You are analyzing a U.S. T-Bill that matures in 49 days. The face value is $1,000 and the current price is $995.68. Calculate the Investment Rate for this T-Bill. 3.28
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- Boisjoly Watch Imports has agreed to purchase 15,000 Swiss watches for 1 million francs at today’s spot rate. The firm’s financial manager, James Desreumaux, has noted the following current spot and forward rates: On the same day, Desreumaux agrees to purchase 15,000 more watches in 3 months at the same price of 1 million Swiss francs. What is the cost of the watches in U.S. dollars, if purchased at today’s spot rate? What is the cost in dollars of the second 15,000 batch if payment is made in 90 days and the spot rate at that time equals today’s 90-day forward rate? If the exchange rate for is 0.50 Swiss francs per dollar in 90 days, how much will Desreumaux have to pay (in dollars) for the watches?If a firm buys on terms of 3/15, net 45, but actually pays on the 20th day and still takes the discount, what is the nominal cost of its nonfree trade credit? Does it receive more or less credit than it would if it paid within 15 days?If you purchase $27,000 in U.S. Treasury Bills with a discount rate of 4.2% for a period of 26 weeks, what is the effective interest rate? Round to the nearest hundredth percent. Step 1 The effective interest rate on a U.S. Treasury Bill, or T-Bill, is the actual interest rate on a loan to the government and takes into account the fact that the purchaser does not pay the full amount of the T-Bill. It is calculated using the interest, purchase price, and time. The amount of interest on a T-Bill is calculated as follows where the discount rate is given as a decimal and the time will be a fraction whose numerator is the given amount of time in weeks and denominator is 52 weeks. interest = face value ✕ discount rate ✕ time The rate was given to be 4.2%. As a decimal, we have 4.2% = . Calculate the interest (in $) for a $27,000 T-Bill with a discount of 4.2% for 26 weeks. interest = face value ✕ discount rate ✕ time in weeks 52 weeks = $27,000 ✕ ✕ 26…
- If a 91-day T-Bill (bill-A) with face value Rs.1000, issued exactly 10 days ago, is trading at Rs.988.40 and a T-Bill (bill-B) issued today is trading at Rs.987.00. (Assume actual/360 day-counting convention) a)Find the yields of bill-A and bill-B.b)Which one shall you buy? Cite reasonYou observe that the current spot price for the Singapore dollar (SGD) is $0.60. What is the three-month three-month forward rate if the three-month forward premium(+)/discount (-) is 9.66%?1) what is the discount yield on a 9-month T-bill sold for RM925, assuming there are 365 days in a year?
- Using Exhibit 5.7, calculate the three-month forward premium or discount for the Swiss franc versus the U.S. dollar. For simplicity, assume each month has 30 days. (X.XX%) or (-X.XX%)You can purchase a 1 million treasury bill that is currently selling on a discount basis at 97 1/2 % of its face value. The T-bill is 140 days from maturity. what is the Discount Yield rate?Using Exhibit 5.7, calculate the six-month forward premium or discount for the Swiss franc versus the U.S. dollar. For simplicity, assume each month has 30 days. (X.XX%) or (-X.XX%)
- You have called your Forex dealer and asked for quotations USD/EUR on the spot, 1 month, 3-month and 6-month forward rates. The trader has responded with the following: USD 1.284/98 3/5 8/7 13/10 What does this mean in terms of dollars per euro? If you wished to buy spot euros, how much would you pay in dollars? If you wanted to purchase spot USD, how much would you have to pay in euro?tractor has a cost of $ 1m for a given specification. If the current $: £ rate is 1.3500:1,i) What would be the prices in one year in each country given that the inflation rate in the U.S is 8% and in the UK is 5%.ii) What is the effective exchange rate in one year’s time?A K100, 000 Treasury bill currently sells at 95% of its face value and is 65 days from maturity. Calculate the following for the Treasury bill:a. the discount yield.b. the investment yield.