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NEW QUESTION: 1
What type of attacks occurs when a smartcard is operating under normal physical conditions, but sensitive information is gained by examining the bytes going to and from the smartcard?
A. Social Engineering attacks.
B. Physical attacks.
C. Logical attacks.
D. Trojan Horse attacks.
Answer: C
Explanation:
Logical attacks occur when a smartcard is operating under normal physical conditions, but sensitive information is gained by examining the bytes going to and from the smartcard. One example is the so-called "timing attack" described by Paul Kocher. In this attack, various byte patterns are sent to the card to be signed by the private key. Information such as the time required to perform the operation and the number of zeroes and ones in the input bytes are used to eventually obtain the private key. There are logical countermeasures to this attack but not all smartcard manufacturers have implemented them. This attack does require that the PIN to the card be known, so that many private key operations can be performed on chosen input bytes.
NEW QUESTION: 2
A. Option A
B. Option C
C. Option B
D. Option D
E. Option E
Answer: E
NEW QUESTION: 3
Sharon Foster, 56, is an executive at a large Biotech firm. Foster plans to retire in five years, to travel and spend time with her grandchildren. Foster is in excellent health, although her husband died several years ago. Foster's only significant asset is her employer's 401(k) retirement plan. Her salary is more than adequate to cover her living expenses until she retires, but she does not anticipate that she will accumulate any additional savings beyond her retirement account. The balance in her account currently is $3.2 million, but Foster estimates that by the time she retires the account will have grown to $4.5 million. She expects that her pretax living expenses, including a liberal travel budget, will be $150,000 per year, beginning when she retires. She is willing to take risk to achieve her financial goals. Her retirement account is currently invested 80% in stocks and 20% in bonds. Foster estimates her post-retirement income tax rate to be 35%, which is about the same as her current tax rate.
As she is starting to plan her retirement, Foster has turned to her longtime friend, Don Welch, CFA, who is a portfolio manager at Scientific Investments, LLC. Welch is considering three different mutual funds for Foster's account. All three are well-diversified funds of large capitalization stocks. The expected returns and standard deviations of each fund are shown below in Exhibit 1. Welch assumes a risk-free rate of return of 3.0%.
Welch believes in stock market efficiency, but he also believes that individual securities are mispriced by the market from time to time. He has recently reviewed research related to the Treynor-Black (TB) model of security selection and portfolio optimization. Welch refers to a prospectus from Fund D, which uses the TB framework in developing its portfolios. In discussing their use of the TB model, the prospectus cites an example where an active portfolio of five stocks is combined with a passive, index portfolio. The portfolio weights of the stocks are in Exhibit 2.
Welch further notes that the beta of the active portfolio is 0.90, although the standard deviation of the portfolio's returns is high. Of the five stocks shown in the portfolio, three have positive alphas, and two have negative alphas. A footnote to the sample data states that the sample assumes that the analysts* alpha forecasts are perfect.
Welch is reviewing Foster's account, together with the mutual fund data, in an attempt to develop a long- term investment plan for Foster.
Foster has been reading some investment literature provided by her employer regarding her retirement account. That literature mentions the Sharpe ratio as a meaningful method to compare investment managers' performance results. If Welch were to select a mutual fund from the alternatives shown in Exhibit 1 based solely on the Sharpe ratio, which fund would he most likely select?
A. Fund A.
B. Fund C.
C. Fund B.
Answer: B
Explanation:
Explanation/Reference:
Explanation:
Explanation: The Sharpc ratio of reward to variability is calculated as:
Fund A = (8.0-3.0)/6.0 = 0.833
Fund B = (10.0 - 3.0) / 8.0 = 0.875
Fund C = (12.0 - 3.0) / 10.0 = 0.900, this is the highest value for the Sharpe ratio so Foster should select Fund C (Study Session 18, LOS 67.a)
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