Solutions Guide: A3. (Net advantage to leasing) A firm is considering leasing a computer system that costs $1‚000‚000 new. The lease requires annual payments of $135‚000 in arrears for 10 years. The lessee pays income taxes at a 35% marginal rate. If it purchased the computer system‚ it could depreciate it to its expected residual value over 10 years. The lessee’s cost of similarly secured debt is 10% and its WACC is 15%. a. Calculate the net advantage to leasing assuming zero residual value.
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FINA 200 JMSB - First Sample Final Exam Suggested Solution Section I: 26 Multiple Choice Questions (2 marks each – total of 52 marks) 1. b $15‚000 FV‚ 5 n‚ 4 i‚ COMP PMT = $2‚769 2. a 3. c 3 to 6 months 4. a 5. c 6. a 7. a 8. d 9. a 10. b 11. a 12. b 13. c 14. b 15. b 16. b 17. b 18. c 19. a 20. d 21. a 22. b 23. c 24. c 25. b 26. b Section II: 13 True/False (1 mark each – Total of 13 marks) 27. a 28. a 29. a 30. a 31. a 32. b 33. b 34. b 35. b 36. a 37. a 38. a 39. a Section
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following two statements involves positive economic analysis and which normative? How do the two kinds of analysis differ? a. Gasoline rationing (allocating to each individual a maximum amount of gasoline that can be purchased each year) is poor social policy because it interferes with the workings of the competitive market system. Positive economic analysis is concerned with explaining what is and predicting what will be. Normative economic analysis describes what ought to be. Statement (a) is primarily
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Running head: PROBLEM SOLUTION: GLOBAL COMMUNICATIONS Problem Solution: Global Communications Jesse Neubert University of Phoenix 10/30/2007 Problem Solution: Global Communications Gap Analysis: Global Communications Years ago Global Communications was at the forefront of the telecommunication industry. Profits and market share continued to rise as the demand for traditional land line phone services grew. Now demand for such traditional services has decreased dramatically. Telecommunication
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International Financial Management WILKINSON SWORD TRIALS AND TRIBULATIONS IN TURKEY CASE STUDY NUMBER 2 Performed by: Problematique In 2000‚ Wilkinson Sword-Turkey SA‚ (hereinafter “WST”) won the approval for a $12 million capital expenditure to finance the launch of a new product line‚ the Quattro shaving system‚ from its US-based parent company. Mrs. Ozcan‚ President and GM of the Turkish subsidiary‚ had to chose between two financing options: (1) Extension of the USD denominated intercompany
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this homework. Zero point will be given if your homework is found to be the same with others without any mention. You are required to use computer language (C‚ C++‚ or Java) or computer software (matlab or Weka) to do the data mining experiment and analysis. Other software or language is allowed based on the approval of the instructor. You need to specify which software or program you are using for this homework. If you use other person’s program or any program downloaded from internet‚ you need to
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resulting from the excess of the price paid over the fair value. Semos will record the removal of its net assets at their book values. Semos will record a gain on the sale of business of $500‚000 ($900‚000 – $400‚000). 6. Zone Group Cumulative Analysis Total Total Priority $ 20‚000 $ 20‚000 Nonpriority 500‚000 520‚000 (a) This price exceeds the fair value of all accounts and allows for goodwill. Current Assets (fair value) $120‚000 Land (fair value) 80‚000 Liabilities (fair
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Skoog/Holler/Crouch Principles of Instrumental Analysis‚ 6th ed. Chapter 14 Instructor’s Manual CHAPTER 14 14-1. Letting the subscript x stand for the unknown solution‚ x + s stand for the unknown plus standard‚ and Vt the total volume of solution‚ we can write Ax = ε bcxVx / Vt Ax + s = ε b(cxVx + csVs ) / Vt Dividing the first equation by the second and rearranging gives cx = Ax csVs 0.656 × 25.7 ×10.0 = = 21.1 ppm ( Ax + s − Ax )Vx (0.976 − 0.656) × 25.0 14-2. Using the equation
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MBAB 5P02 FINAL EXAM PREPARATION #3. INVESTMENT STRATEGY 1. The first step is to develop a linear programming model for maximizing return subject to constraints for funds available‚ diversity‚ and risk tolerance. Let G = Amount invested in growth fund I = Amount invested in income fund M = Amount invested in money market fund MAX 0.18G + 0.125I + 0.075M S.T. 1) 2) 3) 4) 5) 6) 7) G + I + M ≤ 800000 0.8G -0.2I -0.2M ≥ 0 0.6G -0.4I -0.4M ≤ 0 -0.2G +0.8I -0.2M ≥ 0 -0.5G +0
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SOLUTION TO HOMEWORK PROBLEMS Chapter-4: MOTION IN TWO DIMENSIONS 1 A particle starts from the origin at t = 0 with a velocity of 6.0[pic] m/s and moves in the xy plane with a constant acceleration of (-2.0[pic] + 4.0[pic]) m/s2. At the instant the particle achieves its maximum positive x coordinate‚ how far is it from the origin? [pic] 2 At t = 0‚ a particle leaves the origin with a velocity of 5.0 m/s in the positive y direction. Its acceleration is given by [pic] = (3.0[pic] - 2.0[pic])
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