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Assume that the average annual fcff from q is good estimate of ko s fcff for use in the fcfm

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LIST your estimate for FCFF(0) then estimate and LIST a price per share for KO using your estimates for g1, N, WACC, g2 and FCFF(0) in the Two-Stage FCFFM (submit your spreadsheet).Use the same estimate second stage or stable stage growth, g2, in the FCFFM that you selected for the DDM.
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ice set at \$36, average attendance has been 21,692. a market survey indicates that for each \$3, the ticket price is lowered, the average attendance increases by 1000. Assume that the stadium has a fixed cost of 50,000 and a variable cost of \$2 per ticket sold
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mile at an average of 62.3 mi/h (27.8 m/s) on a track of planks set over railroad ties in the draft of a Long Island Railroad train. In 1985, a record was set for this type of “motor pacing” by Olympic cyclist John Howard who pedaled at 152.2 mi/h (68.04 m/s) in the wake of a race car at Bonneville Salt Flats. The race car had a modified tail assembly designed to reduce the air drag on the cyclist. Assume that the mass of bicycle plus rider is 72.3 kg in each case.
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e of 26 minutes a day on the app (I made this up, and we are assuming TikTok is still around in 5 years). They also report a standard deviation of 12 minutes. Assume the population is also normally distributed. 1. a) What is the likelihood of selecting a single user at random that spends at least 30 minutes a day on the app?
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nt City is \$125. A random sample of 25 Quant City households yielded a mean of \$133 and a standard deviation of \$22. Assume that weekly household expenditures on groceries in Quant City are normally distributed. What is the conclusion of testing the analyst’s belief at the .05 level of significance?
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a savings account. He made deposits for the next 10 years, at which point he was forced to stop making deposits. However, he left his money in the account, where it continued to earn interest for the next 40 years. Bill didn't start saving until he was 45 years old, but for the next 30 years he made annual deposits of \$1000. Assume that both accounts earned an average annual return of 5% compounded once a year. a) How much money does Mitch have in his account at age 75 b)How much money does Bill have in his account at age 75
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o-bedroom apartment with a friend. He pays half the \$740 monthly rent. A two-bedroom bungalow on his street is for sale with an asking price of \$107 900 and has annual property taxes of approximately \$2800. a) a. As a first time homebuyer, Paul would need a 5% downpayment. Calculate this amount. b) How much would Paul need to save each month to have the down payment saved is 5 years? Is this amount and the time period reasonable? Explain. c. Use a TVM Solver to determine the monthly mortgage payment for this house, less the down payment. Assume the interest rate is 6% per year and the mortgage is amortized over 25 years. d) Calculate the monthly payment to the bank for the mortgage plus the monthly portion of the property taxes. e) e. Bills from the current owners show that electricity averages \$180 every two months, natural gas averages \$115 per month, and water averages \$260 every four months. Calculate the average monthly utility expenses for the house.
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1.AU MAT 120 Systems of Linear Equations and Inequalities Discussion

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