1998-2005 21 1 East Cl~jcago Avenue Chicago‚ Illi~~ois I 3 12-440-2795 Fax: 3 12-440-2820 6061 E-Mail: ASDA@ASDAnel.org Website: v‚rw\v.ASDAnet.org TEST PACKET I-M National Board Dental Examination Part I (Compiled‚ released items from approximately 1998-2005) Con tents Page Randornly ordered test items ...........................................................3 Answer Key.................................................................................... 22 1 VVhich of the
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Arizona Immigration Law One of the biggest and most controversial immigration laws that has been passed ever is the brand new Arizona Immigration Law SB1070. It is the new law makes it “a state crime — a misdemeanor — to not carry immigration papers” (NYTimes). It also makes it legal for police to ask citizens for their papers if they reasonably suspect that they may be illegal immigrants. If the person does not have any paperwork and is illegal they will get deported but if they are legal then
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Bond Practice Problems II 1. Seven years ago your firm issued $1‚000 par value bonds paying a 7% semi-annual coupon with 15 years to maturity. The bonds were originally issued at par value. a. What was the original yield to maturity on the bonds? They were issued at par…so the YTM = Coupon rate: 7% b. If the current price of the bonds is $875‚ what is the yield to maturity of the bonds TODAY? 1000 FV .07(1000)÷2= PMT (15-7)*2 = N -875 PV I/Y = 4.623*2 = 9.25% c. If the yield
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Energy is the foundation of industrialized world; without energy‚ life as we know it would cease to exist. The yearly energy and fuel consumption rates have risen dramatically within the last years. This phenomenon is a direct result of globalization pressures‚ the international information network we call the Internet‚ and a population that seems to be hitting the dangerous upswing of the Malthusian curve. Although there is not yet a current shortage of conventional fuels‚ such as reserves of coal
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Chapter 1 Number and Set FHMM1014 Mathematics I 1 Content 1.1 Real Numbers System. 1.2 Indices and Logarithm 1.3 Complex Numbers 1.4 Set FHMM1014 Mathematics I 2 1.1 Real Numbers FHMM1014 Mathematics I 3 Real Numbers • Let’s review the types of numbers that make up the real number system. FHMM1014 Mathematics I 4 Real Numbers i). Natural numbers (also called positive integers). N = {1‚ 2‚ 3‚…..} ii). Integers. Natural numbers‚ their negatives and zero. Z = {…….‚ -3‚ -2‚ -1‚ 0‚ 1‚ 2‚ 3
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(5 - 9) Bond Valuation and Interest Rate Risk Bond L Bond S INS = $100 INS = $100 M = $1‚000 M = $1‚000 N = 15 Years N = 1 Year a) 1) rd = 5% VBL = INT/ (1 + rd)t + M/ (1 + rd)N =INT [1/rd – 1/ rd(1 + rd)N ] + M/ (1 + rd)N =$100 [1/0.05 – 1/ 0.05(1 + 0.05)15] + $1‚000/ (1 + 0.05)15 =$1040 + $480.77 = $1518.98 VBS = INT/ (1 + rd)t + M/ (1 + rd)N
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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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exactly 3 hours‚ no extensions. Return this question sheet with your answers. 1. (10 marks) Consider two firms that are identical other than their share prices‚ their dividend growth rate‚ and their rates of return on equity. Which of these two firms has the greater dividend yield? Explain. Use no numerical examples in your answer. 2. (10 marks) A public firm is considering a general cash offer of new common shares. Describe and explain how this firm’s “primary market” share price
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Questions 1. The stated interest payment‚ in dollars‚ made on a bond each period is called the bond’s: A. coupon. 2. The principal amount of a bond that is repaid at the end of the term is called the: B. face value. 3. The specified date on which the principal amount of a bond is repaid is called the: C. maturity. 4. The rate of return required by investors in the market for owning a bond is called the: D. yield to maturity. 5. The annual coupon divided by the face value of a bond is called
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assignment below. Finance 100 Week 6 Homework 1 Chapter 10 P2 2. Judy Johnson is choosing between investing in two Treasury securities that mature in five years and have par values of $1‚000. One is a Treasury note paying an annual coupon of 5.06 percent. The other is a TIPS which pays 3 percent interest annually. a. If inflation remains constant at 2 percent annually over the next five years‚ what will be Judy’s annual interest income from the TIPS bond? From the Treasury note? b. How much
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