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Wagner Industrial Motors, which is currently operating at full capacity, has sales of $2,120, current assets of $680, current liabilities of $340, net fixed assets of $1,490, and a 5 percent profit margin. The firm has no long-term debt and does not plan on acquiring any. The firm does not pay any dividends. Sales are expected to increase by 9 percent next year. If all assets, short-term liabilities, and costs vary directly with sales, how much additional equity financing is required for next year?
The experiences of fixed exchange-rate systems and target zone arrangements haven't been entirely satisfactory. What lessons can economists draw from the breakdown of the Bretton Woods system?
What interest rate would be indifferent to a lottery payout today of $3,330,143.22, or equal annual end of the year payouts of $300,000? Please show detailed calculation for your answer.
Describe your recommendations for each of these three companies. Consider the nature of their business, the riskiness of company, and advantages and disadvantages of debt over equity financing in your answers.
Why is the yield on bonds A and B 5%? Why is the yield on bond C different and what would be the price of Bond A
Fully describe the difference between positive and negative rights, giving three examples other than those found in the text for each (the examples given in the book are: privacy, the rights to food, life, and health care).
You looked online and found that June T-bond future psi are trading at 111'25. What are the risks of not hedging, and how might TS hedge this exposure? In your analysis, consider what would happen if interest rates all increased by 1%.
Determine the portfolio weights for a portfolio that has 45 shares of Stock A that sell for $40 per share and 30 shares of stock B that sell for $20 per share?
Given the following cash flow pattern, how much would you be willing to pay to purchase it? Assume an 8% APR discount rate.
Backwater Corp. has 10 percent coupon bonds making annual payments with a YTM of 9.3 percent. The current yield on these bonds is 9.65 percent.
Daily demand is distributed normally with mean = 250 and standard deviation =.50. At the end of each morning, any leftover copies are worthless and they go to a recycle bin.
Each bond originally sold at its $1,000 par value. What was the yield to maturity of these bonds when they were issued?
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