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A survey indicates that it is important to pay attention to truth in political advertising. Based on a survey of 1200 people, 35% indicated that they found political advertisements to be untrue; 60% say that they will not vote for candidates whose advertisements are judged to be untrue; and of this latter group, only 15% ever complained to the media or to the candidate about their dissatisfaction.
(a) Find a 95% con?dence interval for the percentage of people who ?nd political advertising to be untrue.
(b) Find a 95% con?dence interval for the percentage of voters who will not vote for candidates whose advertisements are considered to be untrue.
(c) Find a 95% con?dence interval for the percentage of those who avoid voting for can- didates whose advertisements are considered untrue and who have complained to the media or to the candidate about the falsehood in commercials.
(d) For each case above, interpret the results and state any assumptions you have made.
How do I do break even analysis from information obtained in annual reports for Coca Cola? Information required by normal formula, such as price and volume as well as in determining fixed cost and variable costs are not available in such reports.
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You own a stock portfolio invested 30 percent in Stock Q, 25 percent in Stock R, 25 percent in Stock S, and 20 percent in Stock T. The betas for these four stocks are 0.95, 1.12, 1.13, and 1.30, respectively. What is the portfolio beta?
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How would you determine what accounted for the differing outcomes? Were there inherent differences in the characteristics of the groups that influenced the varied outcomes?
Determine how these companies could engage in an interest rate swap to decrease their cost of financing.
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