8006 無料問題集「PRMIA Exam I: Finance Theory Financial Instruments Financial Markets - 2015 Edition」

An asset has a volatility of 10% per year. An investment manager chooses to hedge it with another asset that has a volatility of 9% per year and a correlation of 0.9. Calculate the hedge ratio.

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Which of the following portfolios would require rebalancing for delta hedging at a greater frequency in order to maintain delta neutrality?

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[According to the PRMIA study guide for Exam 1, Simple Exotics and Convertible Bonds have been excluded from the syllabus. You may choose to ignore this question. It appears here solely because the Handbook continues to have these chapters.] The use of numerical pricing methods over analytical methods for valuing exotic options is resorted to allow for which of the following reasons:
I. Efficient valuation
II. Allowing for stochastic volatility
III. Accommodating discontinuous asset prices
IV. Allowing for complex payoffs

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Calculate the number of S&P futures contracts to sell to hedge the market exposure of an equity portfolio value at $1m and with a of 1.5. The S&P is currently at 1000 and the contract multiplier is 250.

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What kind of a risk attitude does a utility function with downward sloping curvature indicate?

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Credit derivatives can be used for:
I. Reducing credit exposures
II. Reducing interest rate risks
III. Earn credit risk premiums
IV. Get market exposure without taking cash market positions

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A borrower who fears a rise in interest rates and wishes to hedge against that risk should:

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What is the running yield on a 6% coupon bond selling at a clean price of $96?

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Which of the following statements is true:
I. The standard deviation of a short position is the same as the standard deviation of a long position II. The expected return of a short position is the same as that a long position in the same asset III. If two assets are perfectly positively correlated, then a short position in one and a long position in the other are negatively correlated IV. If we increase the weight of an asset in a portfolio, its correlation with other assets in the portfolio scales up proportionately

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Which of the following statements are true:
I. The Kappa family of indices take only downside risk into account
II. The Treynor ratio provides information on the excess return per unit of specific risk III. All else remaining constant, the Sharpe ratio for a portfolio will increase as we increase leverage by borrowing and investing in the risky bundle IV. In the market portfolio, we can expect Jensen's alpha to equal zero.

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How will the Macaulay duration of a 10 year coupon bearing bond change if 10 year zero rates stay the same but the yield curve changes from being flat to upward sloping?

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A floating rate note pays daily overnight LIBOR. It matures in exactly one year. What is the duration of the note?

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