MATHEMATICS 02.00 PM – 03.00 PM PHYSICS LAB 1 12.00 Noon – 03.00 PM 03.30 PM – 06.30 PM 08.00 AM – 11.00 AM PHYSICS LAB 2 12.00 Noon – 03.00 PM 03.30 PM – 06.30 PM 08.00 AM – 11.00 AM PHYSICS LAB 3 12.00 Noon – 03.00 PM 03.30 PM – 06.30 PM ENTIRE C D4 D5 D1 D2 D3 I3 I4 ENTIRE I H1 H2 H3 H4 H5 B1 B3 B4 ENTIRE G K1 K2 K3 K4 K5 B2 B5 I1 I2 G1 G2 G3 G4 G5 C5 ENTIRE F C1 C2 C3 C4 C5 J1 J2 J3 ENTIRE K J4 F3 F4 F5 J5 F1 F2 E3 E4 E5 E1 E2 ENTIRE B
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BOND PROBLEM SOLUTIONS 1. Six years ago‚ The Corzine Company sold a 20-year bond issue with a 14 percent annual coupon rate and a 9 percent call premium. Today‚ Corzine called the bonds. The bonds originally were sold at their face value of $1‚000. Compute the realized rate of return for investors who purchased the bonds when they were issued and who surrender them today in exchange for the call price. PV = 1000; N = 6; PMT = 140; FV = 1090; CPT I/Y I/Y = 15.02% 2. You just purchased
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11 11 9 4 9 4 4 4 0 0 V1(10) V2(2) I3(5) I2(5) D2(1) I1(3) D1(3) D7(4) D4(4) D5(4) S3(1) D3(2) 92 0 D6(1) S2(6) S1(5) P 4(2) P 3(5) P 2(5) P 1(4) Question 1 & 2: 0 4 Late Start Schedule 13 19 18 29 24 24 34 8 13 18 4 9 15 17 15 9 17 18 23 26 25 26 24 26 22 26 29 26 29 34 D7(4) 34 36 23 19 19 15 15 4 0 V1(10) V2(2) I3(5) I2(5) D2(1) I1(3) D1(3) D4(4) D5(4) S3(1) D3(2) 92 0 D6(1) S2(6) S1(5) P 4(2) P 3(5)
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Homework 1.1 #15. Find the sides of each of the two polygons if the total number of sides of the polygons is 13‚ and the sum of the number of diagonals of the polygons is 25. Assume: 8 and 5 D1= (n-3) n=13 D1= (8-3) D=25 D1= 20 D2= (n-3) D2= (5-3) D2= 5 Answer: The number of sides in each polygon is 8 and 5 #17. What is the name of a regular polygon that has 90 diagonals? Given: D = 90 Required: Name of regular polygon D = (n-3)
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which is the proposal (D1) that "Knowledge is perception" (151d-e). Socrates does not respond to this directly. Instead he claims that D1 entails two other theories (Protagoras’ and Heracleitus’)‚ which he expounds (151e-160e) and then criticises (160e-183c). Socrates eventually presents no fewer than eleven arguments‚ not all of which seem seriously intended‚ against the Protagorean and Heracleitean views. If any of these arguments hit its target‚ then by modus tollens D1 is also false. A more direct
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Rules and regulations: Plagiarism is presenting somebody else’s work as your own. It includes: copying information directly from the Web or books without referencing the material; submitting joint coursework as an individual effort; copying another student’s coursework; stealing coursework from another student and submitting it as your own work. Suspected plagiarism will be investigated and if found to have occurred will be dealt with according to the procedures set down by the College. Please
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Derivative investment course work Topic: Discuss and investigate VaR and its characteristics when applied to options. You must produce example calculations on: European and American style options Long and short positions in these Portfolio of at least three different options (more is better) Introduction All financial institutions bear some sort of risk while dealing with different financial instruments‚ whether it be corporate treasurers‚ fund managers or financial institutions‚ they are
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Business Communications (M1 and D1) support sheet Task 1b Individually write an informal report that: * analyses different types of business information and their sources (M1) * evaluates the appropriateness of business information used to make strategic decisions (D1) (Tip: You could structure your report with three main headings: introduction; analyses of different types of information and an evaluation of the appropriateness of business information for making strategic decisions)
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Homework 2 Solution 1. Consider the diagram of the electronic system‚ which shows the probabilities of the system components operating properly. The entire system operates if assembly III and at least one of the components in each of assemblies I and II operates. Assume that the components of each assembly operate independently and that the assemblies operate independently. What is the probability that the entire system operates? 0.9 0.9 0.8 0.8 0.7 I II III 0.95 Solution: P = [1-(1-0.9)*(1-0
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The Strategy and Value of a New Venture: The Case of Portlandia Ale a supplement to “Uncertainty: The New Rules for Strategy” Journal of Business Strategy May/June 1999 Glaze Creek Partners Page 1 May‚ 1999 Note: This example is taken from Chapter 10 of Real Options: Managing Strategic Investment in an Uncertain World (HBS Press‚ 1999) by Martha Amram and Nalin Kulatilaka Glaze Creek Partners Page 2 May‚ 1999 A Step-by-Step Example PORTLANDIA ALE: ❒ Two brewmasters and a dream ❒ Their business
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