these bonds? The bonds will mature in 5 years. P= CPN x (1/y) {1-[1/(1+y)^n] + [FV/ (1+y)^n] CPN= 1000 x .08= 80 P= 80 (1/.09) {1- [1/(1.09)^5]} + [1000/(1.09)^5] = 73.39 (.351) + 649.35 = $675.11 Bonds-2. A certain bond has 12 years left to maturity. Interest is paid annually at a coupon rate of 10%. The bonds are currently selling for $850. What is their YTM? 850= 1000/ (1+y)^12 850 * (1+y)^12= 1000 (1+y) ^12= 1.18 1+y= (1.18)^(1/12) Y= 1.014-1 Y= .014 or 1.4% Bonds-3. A certain bond pays a semiannual
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International Management Institute New Delhi WAC Assignment Nitish@Solutions Unlimited Submitted by: 13PGDMHR09 PGDMHR Executive summery Nitesh is knowledgeable person‚ his work is always appreciated by the managements‚ he is a product of IIT and XLRI with rebust experience in finance and IT. He is looking after a career growth and for that he joined solution unlimited on advice of his two friends Arvind and Vidya. After joining he had some serious issues with the HR department. As
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EXECUTIVE SUMMARY The purpose of this analysis is to maximize profit of Giant Motor Company which has 3 lines of products and offers 3 brands of cars namely Lyra‚ Libra and Hydra which corresponds to subcompact car class‚ sporty car class‚ and luxury car class respectively. Currently the company has 3 manufacturing plants and each of them is dedicated to a specific product line. For future planning‚ the company has an option of retooling its manufacturing capacity which would bring a major expense
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ORGANIZATION STUDY OF Big Bazaar‚ Palakkad Submitted in partial fulfillment of the requirements For the award of the Degree of MASTER OF BUSINESS ADMINISTRATION Of the Mahatma Gandhi University Submitted by Abdul Manas.M.M Regn No: 30227 2011-2013 Batch Under the guidance of Prof. BALAKRISHNAN
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In this paper‚ we will be looking at three different scenarios in order to understand and implement different decision models. Question one The Gorman manufacturing company is trying to decide whether to manufacture a component part or to purchase it. In order to make this decision we need to calculate the Expected Monetary Value for each probability. The highest EMV will be the best decision (Satyaprasad‚ Nirmala‚ & Saha‚ 2012). So‚ EMV for manufacture is= -20(.35) + 40(.35) + 100(.30) = -7+
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04505 Find the present value of 30 payments of $1000 assuming a discount rate of 7% pv=fv2 581.2361328 16376 12600.80025 75000 60871.68249 pv=fv3 591.9116828 19812 13372.53568 125000 91398.92266 639.688411 47643 36021.58154 250000 164682.7435 $12‚409.04 Quiz 2403.852775 500000 361998.3937 rate 7% 15% nper 30 5 pmt -1000 -37250 pv 0 0
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prevention of adolescent substance abuse. National Institute on Drug Abuse Monograph‚ 56 (pp.75-126)‚ (DHHS Pub (ADM)87-1335). Washington: U.S. Government Printing Office. Hawkins‚ J.D.‚ Lishner‚ D.M.‚ Jenson‚ J.M.‚ & Catalano‚ R.F. (1987b). Delinquents and drugs: What the evidence suggests about prevention and treatment programming. In Youth at High Risk for Substance Abuse. (DHHS Publication No. (ADM) 87-1537). Washington: U.S. Government Printing Office. Huesmann‚ L.R.‚ Lagerspetz‚ K.‚ & Eron‚ L.D. (1984)
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To what extent were the British culpable for the sinking of the Lusitania on May 7‚ 1915? Grace Lee February 21‚ 2006 IB History 2‚ Pd. 2 Mr. Hines To what extent were the British culpable for the sinking of the Lusitania on May 7‚ 1915? Part A: Plan of Investigation The Lusitania was one of a pair of huge‚ fast‚ and technologically advanced luxury liners that were created by the Cunard Line of Britain for use as passenger ships‚ but which
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Jackie’s Grocery Sales Journal Invoice no. Folio Amount 2014 $ 02-Mar M. Davis 2‚890 06-Mar G.Hinkson 3‚560 P. Wendell 1‚470 19-Mar T.Rudder 930 transferred to sales account 8‚850 Jackie’s Grocery Sales Ledger Date Details Folio $ Date Details Folio $ M.Davis A/c 2014 02-Mar Sales 2‚890
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Option B: 0.4*1500+0.4*1000+0.2*600= 600+400+120= 1‚120 Option C: 0.2*1500+0.5*1000+0.25*600= 300+500+150= 950 1) If the buffer sizes are the same as they were last year‚ it is easy to find that: OPTION A Customer Receiving Status 24 Status 40 Status 41 Status 42 Status 20 Flow Rate (Units/Week) 1260 1260 750 (1260*0.7*0.85) 510 (1260*0.3+1260*0.7*0.15) 510 510 1260 Inventory (Units) 8000 500 1500 1000 905 500 2520 Flow Time (Weeks) 6.35 0.4 2 1.96 1.77 0
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