FIXED INCOME SECURITIES Fixed Income can be a very important investment class by which one can diversify his/her portfolio to reduce risk. Putting all your money into equities (read more about equity investment) can give you more returns but it does carry high risk as well. Diversification is a basic concept of financial planning and fixed income products come in handy to help us achieve this objective. Let us see what are the different types of fixed income securities and how they help savvy
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principal pay back of $100‚000 coinciding with the last payment of $3‚500. 12. a. What is meant by an amortizing security? An amortizing security is created from loans that have an amortization schedule. These securities will then have a schedule of periodic principal repayments. 12. b. Why is the maturity of an amortizing security not a useful measure? The stated maturity of such securities only identifies when the final principal payment will be made. The repayment of the principal is being made
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ANSWERS TO QUESTIONS FOR CHAPTER 1 (Questions are in bold print followed by answers.) 2. What is meant by a mortgage-backed security? A mortgage-backed security is a security backed by one or more mortgage loans. Like a bond that is callable‚ a mortgage-backed security allows the investor to grant the borrower an option. 4. What is the cash flow of a 10-year bond that pays coupon interest semiannually‚ has a coupon rate of 7%‚ and has a par value of $100‚000? The principal or par
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Fixed Income Securities Chapter 2 Basics of Fixed Income Securities Problem Set (light version of the exercises in the text) Q3. You are given the following data on different rates with the same maturity (1.5 years)‚ but quoted on a different basis and different compounding frequencies: • Continuously compounded rate: 2.00% annualized rate • Continuously compounded return on maturity: 3.00% • Annually compounded rate: 2.10% annualized rate • Semi-annually compounded rate: 2.01% annualized
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on 15 January 2015 is $99.77 3. If the market price of the above bond is $1 (per face of $100) less than the fair price‚ determine an arbitrage strategy that you could use to profit from this mispricing. Answer: In order to determine an arbitrage strategy that we could use to profit from this mispricing‚ we will construct a replicating portfolio as follow: By using the table in question 1‚ and the cash flow of the above bond‚ we obtain the following equation: 103x1 + 2.5x2 +
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old bond issue with a lower-interest cost issue if interest rates in the market decline. A call provision effectively allows the issuer to alter the maturity of a bond. The right to call an obligation is included in most loans and therefore in all securities created from such loans. This is because the borrower typically has the right to pay off a loan at any time‚ in whole or in part‚ prior to the stated maturity date of the loan.
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FINA0804/2323 Fixed Income Securities Dr. Huiyan Qiu Homework Assignment #1 Due: February 17‚ Monday‚ drop in TA’s box by 6PM Unless explicitly specified‚ bond pays coupon interest semi-annually. 1. (a) Provide the list of currently outstanding Government Bonds in Hong Kong. Information should include at least the maturity date‚ the coupon rate‚ and the size of each bond. (b) Describe the most recent Hong Kong Government Bond issuance under the Institutional Bond Issuance Programme.
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Name: 李耀倫 Student No: 0809853A-B011-2996 Fixed Income Securities 1 7. A pension fund manager knows that the following liabilities must be satisfied: Years from Now Liability (in millions) |Years From Now |Liability (in millions) | |1 |$2.0 | |2
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UGBA 103 Fixed Income Valuation 1A) YTM is 4.75% at time of issuance. YTM is 4.88% at 99 per 100. YTM is 4.62% at 101 per 100. 1B) NTT should have been selling at $915.861M PVpredrop = (47.5/.0475)*(1-(1/((1.0475)^2))) = 88.636M PVpostdrop = ((30/.03)*(1-(1/((1.03)^2))))/(1.03^2) = 198.502M PVfacevalue = 1B/(1.0475)^10 = 628.723M PVpredrop + PVpostdrop + PVfacevalue = 915.861M 2A) Bond A should sell at $1040.55 each. Bond B should sell at $1000 each. Bond C should sell
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Case IV: Arbitrage in the Government Bond Market Fixed income management (EBC4058) Tutor: Micheal Viehs Coordinator: Thomas Post Group C: de Vivo Paolo 6057152 Bing-Jun Zhu 6030493 Honglei Zhao 6051963 04/03/2013 INDEX I INTRODUCTION II BOND MARKET – A snapshot III TWO SYNTHETIC BONDS BUILD THE TWO SYNTHETIC BONDS PRICE OF THE SYNTHETIC BONDS IV HOW TO EXPLOIT THE ARBITRAGE OPPORTUNITY SPECULATING ON POSSIBLE REASONS V THE ADVANTAGES OF CALLABLE BONDS VI CONCLUSIONS VII PROBLEM SET
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