computer ------------------------------------------------- Computational chemistry From Wikipedia‚ the free encyclopedia Computational chemistry is a branch of chemistry that uses principles of computer science to assist in solving chemical problems. It uses the results of theoretical chemistry‚ incorporated into efficient computer programs‚ to calculate the structures and properties of molecules and solids. Its necessity arises from the well-known fact that apart from relatively recent results
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BMKT 6311: MARKETING MANAGEMENT FALL 2011 – MINI TERM II EXAM STUDY GUIDE The exam will be a traditional in-class closed-book/closed-notes exam that will test your knowledge and understanding of basic concepts from The Marketing Game! as well as the application of the Principles of Catholic Social Teaching to an ethical situation(s) in marketing. At the end of the exam‚ there may be some extra credit questions pertaining to The Marketing Game! and/or other topics (e.g.‚ recent business articles
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Department of Accounting and Finance/COBA Alabama State University FIN 321 Essentials of Managerial Finance Course Syllabus Course: Essentials of Managerial Finance | Instructor: | Course Credit Hours: 3 | Instructor’s Office: | Instructor’s Office Hours: TBA | Instructor’s Email Address: ghuang@alasu.edu | Instructor’s Office Phone: | Prerequisites: All courses in sequence prior to this course including: MAT137 and ACT 215 | COBA Mission Statement The mission of the College
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Cobalt(II) Oxygen adduct complex Inorganic 461 lab 2-29-2012 Abstract This experiment uses Co(salen) as a model compound illustrating the uptake of oxygen in hemoglobin. SalenH2 was prepared as the intermediate‚ and reacted with hydrated cobalt to prepare Co(salen). Using Co(salen) the oxygen up-take was tested. The synthesis of SalenH2 produced 0.65 g. The percent yield of salenH2 was 116% on the filter paper and 105% after transferring salenH2 to a vial. The melting point of salenH2‚ was
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MODEL CREATION Introduction The main purpose of using financial model is to analyse and understand the financial situation of business for decision-making. .Finance needs various calculations to get precise information. There are different types of user e.g. managers and owners need the financial model to evaluate the risk and return to make business decisions for the smooth operation‚ Individual investors make logical investment decisions – ‘’Risk aversion’’ and etc.(Wild‚ Subramanyam and Halsey
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------------------------------------------------- Please read before you come for the next lesson Additional Notes on significant figures When we use an equipment to take measurement‚ it is important to be honest when reporting a measurement‚ so that it does not appear to be more accurate than the equipment used to make the measurement allows. To achieve this‚ we can control the number of significant figures used to report the measurement. When we look at a number‚ its first significant
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Smurfit Paper Company case study Every business owner in the actual economy knows that cost management is a key factor in determining the successful continuation of the business‚ or its inevitable extinction. The paper industry is struggling to say the least according to an article in The Economist‚ with no new clients firms have adopted a strategy of merging with one another to attain a larger market share. With growing pressures from shareholders unsatisfied with low returns‚ it’s clear something
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Net Present Value Analysis. Use the following 5-step process in net present value analysis: Step 1. Select the discount rate. Step 2. Identify the costs/benefits to be considered in analysis. Step 3. Establish the timing of the costs/benefits. Step 4. Calculate net present value of each alternative. Step 5. Select the offer with the best net present value. This section will demonstrate the use of that 5-step process in two lease-purchase decision examples
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The Thickness of Aluminum Foil Lab In the study of Chemistry‚ we encounter very large and very small numbers. For example‚ the size of a molecule or thin layer of molecules is very‚ very small and difficult to measure directly. In order to “measure” such numbers‚ we often use one measured quantity and another known property to calculate the unknown value. In this experiment‚ we will use this approach to calculate the thickness of various types of aluminum foil‚ a quantity whose direct experimental
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Example: a=2∆x/(∆t2) a=(2(2.5m))/((2.36s)2)=0.89m/s2 These calculations have been completed for all drops and are given in the table below. Calculation Table 2: | Open-air drop | In chamber (gas-filled) | In chamber (evacuated) | Feather (1.23g) | 0.89m/s2 | 0.88m/s2 | 9.8m/s2 | Coin (2.78g) | 9.8m/s2 | 9.8m/s2 | 9.8m/s2 | Discussion: The findings
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