Sunset Bakers needs to purchase an oven. They are considering two alternatives:
Alternative 1: A Conventional Oven will cost $12,000 and can be expected to last 8 years, and will have a salvage value of $1,000 at the end of year 8. The cost of electricity used will be $2,500 per year. Maintenance cost will be $200 per year. In year 4 the heating element will need to be replaced at a cost of $850.
Alternative 2: A High efficiency Oven will cost $14,500 and can be expected to last 8 years, and will have a salvage value of $2,000 at the end of year 8. The cost of electricity used will be $2,000 per year. Maintenance cost is will be $250 per year. In year 4 the heating element will need to be replaced at a cost of $850. In year 5 the fan motor will need to be replaced at a cost of $500. Assume the services provided by the ovens are identical; assume an interest rate of 10%.
Compare the ANNUAL EQUIVALENT costs of the 2 alternatives and make a recommendation for selection.
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Ritter Corporation’s accountants prepared the following financial statements for year-end 2019: (Do not round intermediate calculations.) RITTER CORPORATION Income Statement 2019 Revenue $ 760 Expenses 570 Depreciation 91 Net income $ 99 Dividends $ 79 RITTER CORPORATION Balance Sheets December 31 2018 2019 Assets Cash $ 56 $ 67 Other current assets 166 172 Net fixed assets 371 391 Total assets $ 593 $ 630 Liabilities and Equity Accounts payable $ 116 $ 127 Long-term debt 141 147 Stockholders’ equity 336 356 Total liabilities and equity $ 593 $ 630 a. What is the change in cash during 2019? b. Determine the change in net working capital in 2019. c. Determine the cash flow generated by the firm’s assets during 2019.
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Draw the binomial tree listing only the option prices at each node. Assume the following data on a 6-month call option, using 3-month intervals as the time period. K = $40, S = $37.90, r = 5.0%, σ = 0.35
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A stock price is currently $50. A stock price is currently $50. Over each of the next two three-month periods it is expected to go up by 6% or down by 5%. The risk-free interest rate is 5% per annum with continuous compounding. Use two-period binomial models to value the six-month options on this stock. Remember to show detailed calculations of the option value at each node.
(a) What is the value of a six-month European call option with a strike price of $51?
(b) What is the value of a six-month European put option with a strike price of $51? Verify that the European call and European put prices satisfy put–call parity.
(c) If the put option in part (b) of this question were American, would it ever be optimal to exercise it early at any of the nodes on the tree?
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Simone runs a small business and receives an invoice for $1000 payable in 30 days. The invoice offers a discount of 2% for immediate payment. If Simone doesn’t pay immediately and instead pays in 30 days, what effective annual interest rate is she paying?
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Earleton Manufacturing Company has $2 billion in sales and $421,000,000 in fixed assets. Currently, the company's fixed assets are operating at 75% of capacity.
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-What is the Profitability Index of a project that costs $28,000 today and is expected to generate annual cash inflows of $3,000 for the following 11 years. Use discount rate of 7%. Round to two decimal places.
-Installing a solar panel system on your roof comes with a total upfront cost of $18,000 after all tax credits. If the solar panels reduce your utility bill by $1000 per year, what is the Payback Period of installing the solar panel system? Round to one decimal place.
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if the fair market value of the gifted property on the date it was received is less than the donor's adjusted basis, then the basis used to calculate loss is the
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Ritter Corporation’s accountants prepared the following financial statements for year-end 2019: (Do not round intermediate calculations.) RITTER CORPORATION Income Statement 2019 Revenue $ 760 Expenses 570 Depreciation 91 Net income $ 99 Dividends $ 79
RITTER CORPORATION Balance Sheets December 31 2018 2019 Assets Cash $ 56 $ 67 Other current assets 166 172 Net fixed assets 371 391 Total assets $ 593 $ 630 Liabilities and Equity Accounts payable $ 116 $ 127 Long-term debt 141 147 Stockholders’ equity 336 356 Total liabilities and equity $ 593 $ 630 a. What is the change in cash during 2019? b. Determine the change in net working capital in 2019. c. Determine the cash flow generated by the firm’s assets during 2019.
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1. You are a portfolio manager with $10 million in stocks. You like the stocks you own, but the portfolio beta is 1.2 and you are concerned about a market decline. Your investors expect you to be “fully invested”, so you do not want to eliminate risk entirely. You decide that you would like to reduce the portfolio’s beta using futures, but only for the next 3 months. You know that the spot S&P index is at 1900. The dividend rate on the stocks in the index is 2.2%/year. The 3-month risk-free rate is .36%. At what price do you expect the 3-month futures to be trading? The value of one mini S&P contract is $50 times the index. How many contracts do you need to reduce portfolio beta to 1.0? Are you long or short?
2. You have a portfolio of Treasury notes. You have a report that shows the change in price of your portfolio from yesterday to today. You also know how much the 5-year Treasury benchmark yield changed. Estimate the duration of your portfolio using only the following info. Assume no accrued interest from yesterday, and no portfolio purchases or sales.
8/26/2017 8/27/2017
Portfolio value in millions at the close of the market $50.125 $50.250
5-year Treasury benchmark yield to maturity 1.46% 1.41%
Next, you would like to reduce the duration of your portfolio by 1.0 years, but do not want to sell any of your bonds. The 5-year Treasury note futures trade at 118.50. The contract is for $100,000 par amount of underlying notes. (That means that the value of one contract is 118.50*100,000/100=$118,500.) The duration of the futures underlying is 4.7 years. How many futures contracts do you need to short to reduce the combined duration by 1.0 years?
3. Today is Jan 27, 2016. You are negotiating with a bank to borrow $3 million for 90 days at a rate of 3-month LIBOR plus 1.00%. You are confident they will approve you, but their credit process takes 30-45 days. You are worried that LIBOR will rise from today’s level, and would like to “lock in” today’s rate level. Eurodollar futures are trading at :
Bid Ask
Feb 2016 99.3775 99.3800
Mar 2016 99.3450 99.3500
Apr 2016 99.3100 99.325
Last day of trading for each month is about the 15th. What action could you take? Ignore margin. Recall that the rate implied by the Eurodollar contract is 3-month LIBOR. Contract size is $1,000,000 notional.
4. BMW expects to sell an average of 2,000 autos each month for the next 3 years in the U.S. They build the cars in Germany; therefore, their costs are incurred in euros. The average sale price in the U.S. is $50,000/auto. They expect prices to stay at that level over the next several years. They would like to hedge so that their revenue is very predictable (in euros) from their U.S. sales. U.S. and German interest rates are flat for all maturities through 3 years at 2% in the U.S., and -0.35% in Germany. The current spot exchange rate is $1.12/euro. What should their hedge be?
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You own a 10-acre vineyard and earn income by selling your grapes to wineries. Your vineyard is currently planted to Merlot grapes, but you are thinking of replanting with Syrah grapes because they are commanding a higher market price per ton. Merlot fetches $1900 per ton but Syrah sells for $2500 per ton, those prices are expected to remain stable, and you produce 5 tons per year per acre (so 50 tons per year total). Either way, you plan to sell the vineyard 5 years from now (at the end of the year) for 6-times (6x) the annual income (in year 5) from the sale of grapes (that is, you'll get the income from grape sales and then sell the vineyard for 6 times that amount at the end of year 5). However, if you switch to Syrah, it will cost you $89,000 immediately and the vines won’t produce any grapes until year 4 (that is, years 1-3 will have no sales if you plant Syrah, but years 4 and 5 will). The applicable discount rate is 13% per year. What is the NPV of switching? Round to the nearest cent. [Hint: Create a timeline showing the incremental annual cash flows from switching and find their NPV. Some cash flows will be negative (first 3 years) and some (years 4 and 5) will be positive.]
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Williamson Industries has $5 billion in sales and $1.869 billion in fixed assets. Currently, the company's fixed assets are operating at 95% of capacity.
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When analyzing key macroeconomics to assess GDP growth/decline, how would you measure the performance relative to sequential and year-to-year data?
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Jan sold her house on December 31 and took a $30,000 mortgage as part of the payment. The 10-year mortgage has a 6% nominal interest rate, but it calls for semiannual payments beginning next June 30. Next year Jan must report on Schedule B of her IRS Form 1040 the amount of interest that was included in the two payments she received during the year.
a. What is the dollar amount of each payment Jan receives? Round your answer to the nearest cent.
$
b. How much interest was included in the first payment? Round your answer to the nearest cent.
$
How much repayment of principal was included? Do not round intermediate calculations. Round your answer to the nearest cent.
$
How do these values change for the second payment?
-Pick one I-V
c. How much interest must Jan report on Schedule B for the first year? Do not round intermediate calculations. Round your answer to the nearest cent.
$
Will her interest income be the same next year?
Pick one
Her interest income will increase in each successive year.
Her interest income will remain the same in each successive year.
She will not receive interest income, only a return of capital.
Her interest income will decline in each successive year.
She will receive interest only when the mortgage is paid off in 10 years.
d. If the payments are constant, why does the amount of interest income change over time?
Pick one I - V
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