Chapter 6 Bond Valuation 6.5 Duration and Convexity Problem Given a 4-yr treasury bond with a face value of $1‚000‚ an annual coupon rate of 3.20%‚ which had a yield to maturity of 2.53%‚ this bond makes 2 semi-annual coupon payments. Thus has 8 periods until maturity and we are required to determine what the duration‚ modified duration‚ and convexity of this bond is‚ based on the Annual Percentage Rate (APR) and the Effective Annual Rate (EAR). Also‚ we are asked to explain an intuitive interpretation
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of the menu‚ and we’ll click on 14 NBOND for bond news. Clicking that‚ it’ll load a very familiar page for you. This is the news categories. And you’ll notice on the top left in the toolbar it says bonds. So now we have our top bond news. This isn’t just our top bond news‚ but also we can choose popular news‚ and we can also see all news for bonds. You can customize the type of fixed income news by either clicking on customize and choosing from there‚ or if you click new search you can also
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standing at 800. Explain how a put option with a strike price of 700 can be used to provide portfolio insurance. Index goes down to 700 10*(800/700)= 8.75 million Buying put options= 10‚000‚000/800= 12‚500 If you buy the options at 800‚ the value will be 12‚500 times the index with a strike price of 700 therefore providing protection against a drop in the value of the portfolio below $8.75 million. Each contract is on 100 times the index‚ a total of 125 contracts would be required. 15.2) "Once we
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Chapter 10: Bond Return and Valuation Q. 6. Find out the yield to maturity on a 8 per cent 5 year bond selling at Rs 105? Solution: Yield to Maturity = [pic] = [pic] = [pic] × 100 = [pic] × 100 YTM = 6.82. Q. 7. (a) Determine the present value of the bond with a face value of Rs 1‚000‚ coupon rate of Rs 90‚ a maturity period of 10 years for the expected yield to maturity of 10 per cent. (b) In N is equal to 7 years in
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Allie measured her foot and it was 21cm long‚ and then she measured her Mother’s foot‚ and it was 24cm long. "I must have big feet‚ my foot is nearly as long as my Mom’s!" But then she thought to measure heights‚ and found she is 133cm tall‚ and her Mom is 152cm tall. In a table this is: Allie Mom Length of Foot: 21cm 24cm Height: 133cm 152cm The "foot-to-height" ratio in fraction style is: Allie: 21 133 Mom: 24 152 So the ratio for Allie is 21 : 133 By dividing both values by 7 we get 21/7
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as dividend‚ and may be able to make a capital gain by selling their shares at a higher price than they paid for them. (Shareholders receive dividend and may be able to make a capital gain by selling their shares at higher price than they paid for them.) 4/29/2014 2 Discussion Discussion Why do most companies use a mixture of debt and equity financing? Why do most companies use a mixture of debt and equity financing? The advantage of borrowing money by issuing bonds is that
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CHAPTER 4 BONDS ANND THEIR VALUATION Bond value--semiannual payment 1. You intend to purchase a 10-year‚ $1‚000 face value bond that pays interest of $60 every 6 months. If your nominal annual required rate of return is 10 percent with semiannual compounding‚ how much should you be willing to pay for this bond? N = 20 I/Y = 5 PV = -1124.62 PMT = 60 FV = 1000 Bond value--semiannual payment 2. Assume that you wish to purchase a 20-year bond that has a maturity value of $1‚000 and makes semiannual
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CHAPTER 7 Bonds Valuation CHAPTER ORIENTATION This chapter introduces the concepts that underlie asset valuation. We are specifically concerned with bonds. We also look at the concept of the bondholder’s expected rate of return on an investment. CHAPTER OUTLINE I. Types of bonds A. Debentures: unsecured long-term debt. B. Subordinated debentures: bonds that have a lower claim on assets in the event of liquidation than do other senior debtholders. C. Mortgage bonds: bonds secured
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HOMEWORK ASSIGNMENT 1. Callaghan Motors’ bonds have 10 years remaining to maturity. Interest is paid annually‚ they have a $1‚000 par value‚ the coupon interest rate is 8%‚ and the yield to maturity is 9%. What is the bond’s current market price? PV factor of sum = (1+i)^-n = (1+9%)^-10 =1.09^-10 = 0.4224 PV factor of annuity = 1 - (1+i)^-n / i = 1 - (1+9%)^-10 / 9% = 1 - 0.4224 / 9% = 0.5775 / 9% = 6.417 = PV factor of Sum * Par Value + PV factor of annuity * coupon payment = 0.4224 * 1‚000
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HW Bond Valuation and Bond Yields Clifford Clark is a recent retiree who is interested in investing some of his savings in corporate bonds. His financial planner has suggested the following bonds: • Bond A has a 7% annual coupon‚ matures in 12 years‚ and has a $1000 face value. • Bond B has a 9% annual coupon‚ matures in 12 years‚ and has a $1000 face value. • Bond C has an 11% annual coupon‚ matures in 12 years‚ and has a $1000 face value. Each bond has a yield to maturity (YTM) of 9%
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