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Suppose you plan to create a portfolio with two securities: A and B. A has an expected return of 35% with a standard deviation of 22%. B has an expected return of 20% with a standard deviation of 9%. The correlation between the returns of these two securities is perfectly negative. What percentage of your investment should be in A to make the portfolio risk free? What would be the expected return on the portfolio?
Suppose that MM's theory holds with taxes. There is no growth, & $40 of debt is expected to be permanent. Suppose a 40% corporate tax rate.
The Litton Corporation has established Standards as follows:
Most publicly traded firms are analyzed by numerous analysts. These analysts often don't agree about a firm's future prospects. In this exercise you will find analysts' ratings
International Finance multiple choice questions - How many US dollars will it take to purchase a Canadian item valued at 543 Canadian? 10. "Tariff" is a trade restriction. List one other trade restriction.
Determine stock based on firm's dividend yield and capital gain yield - Evaluation of two different options for stock purchase.
As a firm progresses through the growth life-cycle stage, what kind of flexible account will it be more likely to use to balance the balance sheet?
Evaluation of alternative projects - Time Value of money and What do your results suggest as a general rule for approaching such problems?
Assume you desire to hedge a $400 million bond portfolio with duration of 4.3% using ten year Treasury note futures with a duration of 6.7%,
The current grill is being depreciated straight line over its useful life of 10 years after which it will have no salvage value.
The given table provides data about a universal life policy. Fill in the Table Year 1 Year 2 Year 3 Cash value at starting of year $10,000
What is the role provided by a break-even point and how would you calculate this point? and also explain the limitations of using a break-even point and how would you incorporate this point with management strategic planning?
A game of chance offers following odds and payoffs. Every play of the game costs $100, so net profit per play is the payoff less $100. Probability .10, .50 and .40.
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