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NEW QUESTION: 1
What is the most specific aggregate prefix for the following 4 subnets?
136.160.17.192/29
136.160.17.200/29
136.160.17.208/29
136.160.17.216/29
A. 136.160.17.192/27
B. 136.160.17.192/28
C. 136.160.17.192/26
D. 136.160.17.128/25
Answer: A
NEW QUESTION: 2
Which statement describes the Spanning Tree Protocol (STP)?
A. A switching protocol used to carry default VLANs.
B. A port security feature used to limit MAC addresses on a port.
C. A high availability protocol used to gracefully restart a switch.
D. A switching protocol that prevents loops.
Answer: C
NEW QUESTION: 3
Which of the following would be a reason for a person to receive a statutory disqualification from membership in FINRA?
A. The person is on the verge of financial insolvency.
B. All of the above are reasons for a person to receive a statutory disqualification from membership in FINRA.
C. The person has made a misleading statement of material fact on the membership application.
D. The person has been barred from membership in one of the national exchanges.
Answer: B
Explanation:
Explanation/Reference:
Explanation: All of the choices are reasons for a person to receive a statutory disqualification from membership in FINRA. A person is subject to a statutory disqualification from membership in any self- regulatory organization (SRO) if it is considered to be financially weak, if it has been barred from membership in any other SRO, or if it has made a misleading statement of material fact on the membership application. Nor is this an exhaustive list of reasons that a person would face a statutory disqualification.
NEW QUESTION: 4
Under the KMV Moody's approach to credit risk measurement, how is the distance to default converted to expected default frequencies?
A. Using Monte Carlo simulations
B. Using a proprietary database based on historical information
C. Using a normal distribution
D. Using migration matrices
Answer: B
Explanation:
Explanation
KMV Moody's uses a proprietary database to convert the distance to default to expected default probabilities.