Explain the result of volatility structure
Explain the result of volatility structure.
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The resulting volatility structure that never matches actual volatility, and even though exotics are priced consistently this is not clear how to best hedge exotics with vanillas so as to minimize any model error. These concerns seem to carry little weight, because the method is so ubiquitous. As so frequently happens in finance, once a technique becomes popular this is hard to go against the majority. There should be job safety in numbers.
Suppose we calculate g as ROE (1–p)/(1–ROE (1–p)) and the Ke by the CAPM. We replace both values into the formula PER = (ROE (1+g) – g)/ROE (Ke-g) but there PER we obtain is fully different from the one we get by dividing the quotation of the s
I do not know the meaning of Working Capital Requirements. I think this should be same to Working Capital (Current Assets – Current Liabilities). There am I right?
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The AB Corp stock has a β of 1.15 and it will pay a dividend of $2.50 next year. The expected rate of return of the market is 17% and the current riskless rate is 9%. The expected rate of progress of AB is 4%. Find the value of its common stock.
If it is possible to make abnormal profits based on fundamental analysis, you can conclude that the market is: A) Not weak-form efficientB) Weak-form efficientC) Not semi-strong-form efficientD) Semi-strong-form e
Is this possible to make money in the stock market while the quotations are going down? And what is credit sale?
How can optimal capital structure be calculated?
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