On the London Metals Exchange, the price for copper to be delivered in one year is $5,500 a ton. (Note: Payment is made when thecopper is delivered.) The risk-free interest rate is 2% and the expected market return is 8%.a. Suppose that you expect to produce and sell 10,000 tons of copper next year. What is the PV of this output? Assume that the saleoccurs at the end of the year.Note: Do not round intermediate calculations. Enter your answer in millions rounded to 2 decimal places.b-1. If copper has a beta of 1.2, what is the expected price of copper at the end of the year?Note: Do not round intermediate calculations. Round your answer to 2 decimal places.b-2. Assume copper has a beta of 1.2. What is the certainty-equivalent end-of-year price?X Answer is complete but not entirely correct.53.92 millionpertona. Present valueb-1. Expected priceb-2. Certainty-equivalent price$$IS6,383.385,937perton

It represents both the inflow as well as outflow of the amount from the organisation is termed cash…

Answered: On the London Metals Exchange, the…

Entrepreneurial Finance

6th Edition

ISBN:9781337635653

Author:Leach

Publisher:Leach

Chapter13: Other Financing Alternatives

Section: Chapter Questions

Problem 1bM

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5. Suppose you are evaluating the following potential investment project: Spend $34 million today on a factory in Alabama that will be completed in 1 year. You expect to receive $12 million in profits from this factory at the end of the second year, at which time you also expect to sell the factory to Toyhonda, a Japanese competitor, for a further $30 million. The market interest rate is 9%. (Assume the inflation rate is constant at 0, and is expected to remain so for the duration of the above investments.) Would this plan generate profits enough to cover the investment cost? Yes b. No c. break-even (i.e., no profit nor loss) a.
consider a one-year forward contract on gold. Suppose that it costs $2 per ounce per year to store gold with payment being made at the end of the year. Assume that the spot price is $450 per ounce and the risk-free rate is 7% per annum for all maturities. Assume continuous compounding. (a) What is the forward price F (0, 1) that does not result in arbitrage profit? (b) If the forward price is $460, do you get any arbitrage profit opportunity? If so, what is your strategy? (You need to provide more than "buy low, sell high".)
Suppose that one of the inducements provided by Taiwanto woo Xidex into setting up a local production facility is a10-year, $12.5 million loan at 8% interest. The principalis to be repaid at the end of the tenth year. The marketinterest rate on such a loan is about 15%. With a marginaltax rate of 40%, how much is this loan worth to Xidex?
A rice importer is going to sell rice in one year. In order to lock in a fixed selling price, the importer buys a put option and sells a call option on each ton of rice, each with the same strike price and the same one-year expiration date. The current price of rice is 360 per ton, and the net premium that the importer pays now to lock in the future price is 12 per ton. The continuously compounded risk-free interest rate is 6%. Calculate the fixed selling price per ton of rice one year from now.
Suppose that you are the CFO of Google with an extra U.S. $20 Million to invest for one year. You are considering the purchase of U.S. T-bills that yield 4% per year. The spot exchange rate is $1.00 = €0.90, and the one-year forward rate is $1.00 = €0.95 . What must the interest rate in the Eurozone (on an investment of comparable risk) be before you are willing to consider investing there instead of the US? a. 9.78% b. 1.56% c. 4.00% d. 5.56%
Suppose that a risk-free investment will make three future payments of $100 in one year, $100 in two years, and $100 in three years. If the Federal Reserve has set the risk-free interest rate at 8 percent, what is the proper current price of this investment? What if the Federal Reserve raises the riskfree interest rate to 10 percent?
Your firm has identified three potential investment projects. The projects and their cash flows are shown here: Project Cash Flow Today (millions) Cash Flow in One Year (millions) A −$13 $23 B $7 $3 C $25 -$15 Suppose all cash flows are certain and the risk-free interest rate is 6%. What is the NPV of each project? (Round to two decimal places.) If the firm can choose only one of these projects, which should it choose based on the NPV decision rule? (Round to two decimal places.) If the firm can choose any two of these projects, which should it choose based on the NPV decision rule? (Round to two decimal places.)
The British pound (£) is currently worth 1.45 euros (€). This can either increase by u = 1.1 or decrease by d = 0.9 over each 4 months. Consider a European call option with a strike price of K = 1€ per £ and time-to-maturity T = 8 months. The continuously compounded risk-free rate in Britain is 4% per annum and in Europe is 10% per annum. What is the price of the European call option today? Please explain your answer using your own words and show your workings. In addition, if the option was American-style would the risk-neutral probability of an up-move be smaller than, equal to or greater than the one you have calculated?
Consider a one-step binomial model over a 3-month period. The current asset price is $100. In 3 months, the asset price will increase by 8% with probability 70% and decrease by 5% with probability 30%. The risk free interest rate is 1% per year with continuous compounding. What's the price of a 3-month at-the-money European call option? Keep 2 digits after the decimal point. Do not include $ sign in your answer.
The British pound (£) is currently worth 1.45 euros (€). This can either increase by u = 1.1 or decrease by d = 0.9 over each 4 months. Consider a European call option with a strike price of K = 1€ per £ and time-to-maturity T = 8 months. The continuously compounded risk-free rate in Britain is 4% per annum and in Europe is 10% per annum. What is the price of the European call option today? Please explain your answer using your own words and show your workings. In addition, if the option was American-style would the risk-neutral probability of an up-move be smaller than, equal to or greater than the one you have calculated? Explain why using your own words.
A Canadian firm is evaluating an investment in Indonesia. The project costs 580 billion Indonesian rupiah and it is expected to produce an income of 280 billion Indonesian ruplah a year in real terms for each of the next 3 years. The expected inflation rate in Indonesia is 11% per year and the firm estimates that an appropriate discount rate for the project would be about 5% above the risk-free rate of interest. Calculate the net present value of the project in dollars. Assume a spot exchange rate of $.000112/Rupiah. The interest rate is about 15% in Indonesia and 4% in Canada (Round your answer to 2 decimal places. Enter your answer in millions of Canadian dollers.) NPV of the project
2. Suppose there are two possible states for the economy over the next year, boom or bust, and these two states are equally likely to occur. An asset you may invest in has a payoff forecast of b160 million in the boom state and £64 million in the bust state. The risk-free rate is 20% and a risk premium of 20% is required for assets with similar risk features. What is the maximum price you would agree to pay for this asset today?

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