A U.S. Treasury bill is currently selling at a discount basis of 0.50%. The par value of the bill is $100,000 and will mature in thirty days. What is the price of this Treasury bill?
99956.33
98850.25
99907.00
99830.17
Price = Face value × [1 - (Discount rate × (Days to maturity/360)]
Price = $100,000 × [1 - (0.0050 × 30/360)]
Price = $99,958.33
A U.S. Treasury bill is currently selling at a discount basis of 0.50%. The par value...
A U.S. Treasury bill with 79 days to maturity is quoted at a discount yield of 1.55 percent. Assume a $1 million face value. What is the bond equivalent yield? (Do not round intermediate calculations. Enter your answer as a percent rounded to 3 decimal places.) Bond equivalent yield
A U.S. Treasury bill with 56 days to maturity is quoted at a discount yield of 1.20 percent. Assume a $1 million face value. What is the bond equivalent yield? (Do not round intermediate calculations. Enter your answer as a percent rounded to 3 decimal places.) Bond equivalent yield 18.400 % 3 decimal places
What is the annualized discount and investment rate % on a Treasury bill that you purchase for $9,900 that will mature in 91 days for $10,000?
QUESTION ONE A 91 days treasury bill with a par value of K100 has been issued at a price of K97.55. Required: (a) Calculate the bond equivalent yield of the Treasury bill. (b) If the Treasury bill above was a 182 instrument, would the bond equivalent yield be more than or less than the bond equivalent yield calculated above? A 273 Treasury bill with a par value of K100.00 has a bond equivalent yield of 12.75%, which would be achieved...
You are considering purchasing a T-bill that has 100 days to maturity, a par value of $100,000, and currently sells for $99,100. What is the bank discount yield on the instrument?
What are the annualized discount rate and your annualized investment rate on a Treasury bill that you purchase for $9,940 that will mature in 91 days for $10,000? 1.
A 3-month $25,000 treasury bill with a simple annual discount rate of 0.25% was sold in 2016. Assume 365 days in a year. (a) Find the price of the treasury bill (T-bill). (b) Find the actual interest rate paid by the Treasury. (a) The price of the T-bill was $] (Round to the nearest cent as needed.) A 6-month $20,500 treasury bill with a simple annual discount rate of 0.44% was sold in 2016. Assume 365 days in a year....
A one-year U.S. Treasury discount bond has a face value of $52,500.00 and is selling for $50,000.00 today. A corporation bond has a face value of $45,000.00. The corporation bond is quite risky and carries a risk premium of 20% over the Treasury bond. So, the price of the corporation bond in the market should be dollars.
For a 90-day US Treasury bill selling at a discount, which of the following methods most likely results in the highest yield? A. Money market yield (MMY) B. Bond equivalent yield (BEY) C. Discount-basis yield (DBY) D. All three methods will result in the same yield
i need #4 and 5 3. A Treasury bill has a face value of $10,000, is selling for $9,800, and matures in 78 days. i. What is its discount rate? (9.231%) ii. What is the bond equivalent yield (BEY) if you purchase the security now? (9.550%) ii, Suppose that you purchase this bill and held it for 60 days and then sell it for S9,954.846154. What is the yield on your investment? (9.612%) iv. What is the effective annual yield...