Report on the WACC for Fiat motors The WACC is the weighted average cost of capital. It is a calculation of the firms cost of capital taking into account the relevant weight of equity and debt as a proportion of the total. The cost of equity or KE calculated using a risk free rate example German 5yr government bond‚ the firm’s beta and the return on the market. The firm’s beta is a calculation of the firms exposure to the market‚ a beta of less than 1 indicates that the firm is not as influenced
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* Quite affordable products * Important to brand and its integrity * McDonalds has certain value pricing and bundling strategies such as happy meal‚ combo meal‚ family meal‚ etc to increase overall sales volumes. * “ Aap ke zamane mein‚ baap ke zamane ke daam” this was to attract the middle and lower class consumers and the effect can clearly be seen in the consumer base McDonalds has now. 3. PLACE * Located at prime locations * Almost in all big cities * Offers hygienic
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drug to be lost per unit time -An elimination rate constant can be describe -Ke( elimination rate constant) the unit is t ½ -One the log plot‚ the slope is equal to- ke/2.303 -The factor 2.303 converts from natural log to base 10 log units -Half-life-is the period of time required for the conc of a drug to decrease by 1/2 -This is a constant and is related to ke drugs that hav 1st order kinetics -T1/2 = 0.693/ke 1st order elimination rate -rate constant X Plasma conc X vol. of distribution
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वता॥४॥ Subscribe Recent comments ’स य का 8 hours 24 min ago anekatā meṁ ekatā hindu kī viśeṣatā || eka rāga ke haiṁ gīta mīta eka rāha ke | best peom 8 hours 36 min ago eka bāga ke haiṁ phūla phūla eka hāra ke | dekhatī haiṁ yaha jamīna āsamāna dekhatā āsamāna dekhatā ||1|| pagal hai intrnet 11 hours 49 min ago eka deśa ke haiṁ aṁga raṁga bhinna-bhinna haiṁ | eka jananī bhāratī ke koṭi suta abhinna hai | koṭi jīva bālakoṁ meṁ brahma eka khelatā brahma eka khelatā ||2|| Please send me "Oru
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Sima Qian’s “Assassins”: Jing Ke The Warring States‚ 3rd century B.C. Jing Ke’s character: In the course of his travels‚ Jing Ke reached the state of Yan. He became close friends with a dog butcher and a man named Gao Jianli who was good at playing the lute. Jing Ke was fond of wine‚ and every day he would join his friends to drink in the market place of the Yan capital. After the wine had begun to take effect‚ Gao Jianli would strike up the lute and Jing Ke would join in with a song. In the
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Financial Management Unit 15 Unit 15 Structure 15.1 Introduction 15.2 Traditional Approach 15.3 Dividend Relevance Model 15.3.1 15.3.2 Walter Model Gordon’s Dividend Capitalization Model Dividend Decision 15.4 Dividend Irrelevance Theory: Miller and Modigliani Model 15.5 Stability of Dividends 15.6 Forms of Dividends 15.7 Stock Split 15.8 Summary Terminal Questions Answers to SAQs and TQs 15.1 Introduction Dividends are that portion of a firm’s net earnings paid to the shareholders
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Problem Set II Problem P9 17: Jack Hammer FV (Table 1) at 11% discount rate 2.00 x .901 = $1.80 2.20 x .802 = $1.79 2.40 x .731 = $1.75 33.00 x .731 = $24.12 -------- $29.46 Problem P9 - 22: Alternative Present Values: Your rich godfather has offered you a choice of one of the three following alternatives: $10‚000 now; $2‚000 a year for eight years; or $24‚000 at the end of eight years. Solution: (first alternative)
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[pic]Lata Mangeshkar |Lata Mangeshkar | |Born |September 28‚ 1929 (1929-09-28) (age 82) | | |Indore‚ India | |Genres |Film music (playback singing)‚ Indian classical music | |Occupations |Singer | |Instruments |Vocalist
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COMPUTATION MATHEMATICS III PROJECT MANAGEMENT CASE STUDY ; BUSINESS PLAN ON AN ON GOING PROJECT ON PREMISES ALONG OJIJO ROAD PARKLANDS WESTLANDS COUNTY BY NAME REG NO PERIS WANJIRU............................ FELIX MAIKO ............................. LILLIAN REGINA............................ OJIJO ROAD ESTATE BUSINESS PLAN ONGOING PROJECT PLAN RESIDENTIAL BY & edited by Felix Maiko Peris Wanjiru Lilian Regina
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(2.236/s)2 ≈ 1.91J Potential energy = mgh = 0.765kg × 9.8N/kg × 0.33m = 2.47J Analysis Questions: How did the potential and kinetic energy compare (top and bottom of the hill)? Explain using law of conservation of energy. (use values of KE and PE for cart with mass attached) According to the law of conservation of energy‚ in an isolated system‚ the initial potential energy and the kinetic energy should be the same. However‚ when we were doing the experiment‚ we could not guarantee for
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