Chapter 2 Stresses and Strains in Flexible Pavements 1 Layers of Flexible Pavements Surface (wearing) Course Binder Course Base Course Subbase Course Subgrade 2 Contents Single layer analysis Two-layer system Three-layer system Viscoelastic solution 3 Single Layer Analysis r t z 4 Boussinesq Theory (1885) Homogeneous elastic half-space A concentrated load is applied Stresses‚ strains‚ and deflections are calculated
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Case Study: Black-Scholes Implied Volatilities in Practice The topic for this case study is to apply the Black-Scholes model to calculate the strike price of the F.X. options and estimate the implied volatilities in practice‚ finally delta-hedged strategy will be described in detail in order to hedge F.X. option. The below formulas for Black-Scholes pricing are applied to the case study problems: Valuation of currency Europearn call option | Valuation of currency Europearn put option |
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UNIVERSITY OF MUMBAI SCHEME OF INSTRUCTION AND EVALUATION (R2007) Programme: B.E. (ELECTRONICS ENGINEERING) SEMESTER: VII Sr. No Subjects VLSI Design Filter Design Power Electronics and Drives No. of periods of 1Hour Duration of Theory Theory Paper in Lecture Practical Paper Hours 4 100 2 3 4 100 2 3 4 4 Marks Term Work Oral Total 1 2 3 4 25 25 25 25 25 25 25 25 150 150 150 150 2 2 3 3 100 100 Communication Networks Elective-II 1. Wireless communication 2. Advances in Biomedical
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17/07/2012 University of Nairobi - Degree Programmes University of Nairobi A world-class univ ersity committed to scholarly excellence Search Website Quick Links Faculties/Schools/Institutes About UON Academics Admission Student Life Research Contact Us Home > Academics > Degree Programmes > Degree Information > Degree Regulation A-Z List of UON Departm ets a b c d e f g h ijklmn o p q r s t u v w x y z B.sc. (civil Engineering) Degree Code: F16 Duration: 5 Faculty/School/Institute
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Ba3(Moody’s)BB-(S&P)91-days182-days364-daysT-Bills5-year10-year15-year20-yearT-BondsriskfreelinearBa3 interpolation method Bootstrapping yieldcurves risk free Duration Convexit subordinated25%convertib7yrbondBBracbank limited scatter plotserialcorr correlationmulticollinearyBa3(Moody’s)BB-(S&P)91-days182-days364-days T-Bills5-year10-year15-year20-yearT-BondsriskfreelinearBa3 interpolation method Bootstrapping yieldcurves risk freeDurationConvexitysubordinated25%convertib7yrbondBBracbanklimi
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Internal Rate of Return Meaning of Capital Budgeting Capital budgeting can be defined as the process of analyzing‚ evaluating‚ and deciding whether resources should be allocated to a project or not. Capital budgeting addresses the issue of strategic long-term investment decisions. Process of capital budgeting ensure optimal allocation of resources and helps management work towards the goal of shareholder wealth maximization. Why Capital Budgeting is so Important? Involve
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Workbook 2 (Valuation of Bonds and Shares) 1. Verbrugge Company has a level-coupon bond outstanding that pays coupon interest of $120 per year and has 10 years to maturity. The face value of the bond is $1‚000. If the yield for similar bonds is currently 14%‚ what is the bond ’s current market value? [Ans: $ 895.68] 2. For the Verbrugge Company bond described in Problem 1‚ find the bond ’s value if the yield for similar bonds decreases to 12%. [Ans: $ 1‚000] 3. For the Verbrugge Company
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RATE TRANSIENT ANALYSIS IN SHALE GAS RESERVOIRS WITH TRANSIENT LINEAR BEHAVIOR A Dissertation by RASHEED OLUSEHUN BELLO Submitted to the Office of Graduate Studies of Texas A&M University in partial fulfillment of the requirements for the degree of DOCTOR OF PHILOSOPHY May 2009 Major Subject: Petroleum Engineering RATE TRANSIENT ANALYSIS IN SHALE GAS RESERVOIRS WITH TRANSIENT LINEAR BEHAVIOR A Dissertation by RASHEED OLUSEHUN BELLO Submitted to the Office of Graduate Studies
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Lovely Professional University Term Paper Numerical Analysis MTH 204 Topic: Comparison of rate of convergence of iterative methods Submitted To: Ramanjeet Kaur Submitted By: Angad Singh Roll no: 37 Section: B1801 Regd No: 10801352 Content Acknowledgement. Iterative method. Rate of convergence. Different Iterative methods. Rate of convergence of different iterative methods. Comparison of rate of convergence of iterative methods. Bibliography. Acknowledgment
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the top down design considerations will be explored. These need to be determined up front prior to deciding if a game based solution is feasible. Technical areas will include‚ Artificial Intelligence‚ after action review‚ coordinate systems‚ interpolation‚ networking‚ and digital asset creation. 1. OVERVIEW Serious games and the application of gaming technology for use in the simulation industry is currently a very hot topic; discussed at great lengths at industry forums. There is no denying
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