Overview of Relevant Formulas Corporate Finance (B40.2302) _________________________________________________________________________________________ 1. Present value of $1 to be received after t years at discount rate r: 2. Present value of annuity of $1 per year for t years at discount rate r: $1 (1 + r )t ⎡1 − (1 + r ) − t ⎤ ⎢ ⎥ × $1 r ⎣ ⎦ 1 ⎡ (1 + g )t ⎤ 3. Present value of growing annuity of $1 at rate g per year at discount rate r: ⎢1 − ⎥ × $1 r − g ⎣ (1 + r )t ⎦ $1 r 4. Present value
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Table of Contents 1. Abstract 2. Introduction 3. Political 4. Economical 5. Society 6. Technology 7. Law 8. Environment 9. Conclusion 10. Appendix 1 11. Appendix 2 12. Appendix 3 13. Harvard Reference Abstract: BP is a British global energy company and is the 4th largest company in the world. This report is in relation to BP’s profitability‚ product development‚ market power and placement. The report uses PESTLE analysis to investigate these
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Shawn Dubbs Lab 1 The Mole Concept of and the Chemical Formula of a Hydrate Abstract: The objective of this lab was to conduct an experiment to analyze the molar components in alum. This was conducted by heating the alum till the water had evaporated and then determining the number of moles for each component. Then using the these amounts to figure out the empirical formula for alum. Results: In order to determine how much of each separate component a total mass was taken before hand for
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UNDERSTANDING THE REVENUE ALLOCATION FORMULA New Nigerian September 5‚ Daily Champion Sept.6‚ Daily Trust Sept.7‚ Leadership Sept. 7‚ Sunday Tribune Sept. 10‚ Daily Sun Sept 12‚ Vanguard Sept.15&10‚ Daily Independent October 4‚ 2006 It was my last official outing as Head of Public Relations at the Revenue Mobilisation Allocation and Fiscal Commission (RMAFC) when I joined other members of the Commission to the inauguration of a Special Committee on Revenue Allocation constituted by Federal
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STUDY 805 The design of a Formula Student race car: a case study A Mihailidis*‚ Z Samaras‚ I Nerantzis‚ G Fontaras‚ and G Karaoglanidis Department of Mechanical Engineering‚ Aristotle University of Thessaloniki‚ Thessaloniki‚ Greece The manuscript was received on 28 November 2008 and was accepted after revision for publication on 5 March 2009. DOI: 10.1243/09544070JAUTO1080 Abstract: This paper presents the procedure followed in order to design the first Formula Student race car of the Aristotle
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Pestle analysis draft Political: Employment laws: employees have to make sure that they are following the employability laws and employ the people who are entitled to work in UK and providing them with the minimum wages as per the law. Economic: Price competition: A very important factor for the convenience stores in UK the small chain stores such as Londis and Crosscutter will have a increased competition within the industry from small and independent convenience stores. Not only those they
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Mathematics Formula Sheet 2009 Mathematics Standards of Learning Geometric Formulas s h w r d s l b p = 4s A = s2 A = 1 bh 2 C = 2π r C = πd A = πr2 p = 2l + 2w A = lw b1 b r h h h l b2 b A = bh h h w V = lwh S.A. = 2lw + 2lh + 2wh A = 1 h(b1 + b2 ) 2 B l V = πr 2h S.A. = 2πr 2 + 2πrh l h c a r B b V = 1 Bh V = Bh S.A. = hp + 2 B h a2 + b2 = c2 V = 1 πr 2h 3 S.A. = 1 lp + B
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Name___________________________________ The Change of Base Formula Date________________ Period____ Use a calculator to approximate each to the nearest thousandth. 1) log 3 3.3 2) log 2 30 3) log 4 5 4) log 2 2.1 5) log 3.55 6) log 6 13 7) log 6 40 8) log 4 3.5 9) log 2 2.9 10) log 6 22 11) log 7 8.7 12) log 3 62 ©k z2D041s25 AKmuHtiaX bSFoQfftnwWaQrser gLiLrC0.P i ZAflZln 9rziCg9hWtIsP 0rjeVsre3ryvfeidm.N t qMXaTdpe1 5wwietMh1 SILnDfEi5n6istleP nAslHgvePbmrsau e2z.x -1- Worksheet by Kuta Software LLC 13)
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FORMULA SHEET – for student reference only Perpetuity: The value of a perpetuity of $RM1 per year is: Equivalent Annual Cost: If an asset has a life of ‘t’ years‚ the equivalent annual cost is: Annuity: The value of an annuity of $RM1 per period for t years (t-year annuity factor) is: Measures of Risk: Variance of returns = σ2 = expected value of Standard deviation of returns‚ σ = Covariance between returns of stocks
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Plane and Solid Geometry Formulas ASIAN DEVELOPMENT FOUNDATION COLLEGE Tacloban City Given four sides a‚ b‚ c‚ d‚ and sum of two opposite angles: Prepared by: RTFVerterra 10 sides 11 sides 12 sides 15 sides 16 sides = = = = = decagon undecagon dodecagon quindecagon hexadecagon RADIUS OF CIRCLES Circle circumscribed about a triangle (Cicumcircle) A= (s − a)(s − b)(s − c)(s − d) − abcdcos2 θ s= a+b+c+d 2 ∠A + ∠C ∠B + ∠D θ= or θ = 2 2 The content of this material is one of the intellectual
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