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NEW QUESTION: 1
What are the three parameters that can be used to map the right scheduler policy and QoS policy to a subscriber under Enhanced Subscriber Management?
A. Subscriber identity. QoS policy defined on a SAP, accounting policy defined on a SAP
B. Subscriber identity, subscriber identity policy, SLA profile
C. Subscriber identity, subscriber profile, SLA profile
D. Subscriber identity, subscriber profile, security policy for a subscriber
Answer: C

NEW QUESTION: 2
A customer is considering implementing Nova link for critical Enterprise workloads.
Where will Nova link run?
A. As a job in each dual VIOS.
B. In a separate Linux partition.
C. On the HMC.
D. As an appliance connected to the FSP
Answer: A
Explanation:
Explanation/Reference:
Reference https://www.ibm.com/developerworks/community/wikis/home?lang=en#!/wiki/Power%
20Systems/page/Introducing%20PowerVM%20NovaLink

NEW QUESTION: 3

A. Option B
B. Option A
C. Option G
D. Option D
E. Option E
F. Option F
G. Option C
Answer: A,C,E

NEW QUESTION: 4
Given that the beginning value on a stock is $640, expected earnings are $80, the retention rate of earnings is 40%, and the required rate of return is 21%, what is the minimum expected ending value of the stock that makes it a profitable investment?
A. $742.40
B. Not enough information
C. $725.40
D. $758.40
E. $726.40
Answer: E
Explanation:
Explanation/Reference:
Explanation:
The dividend payout ratio is equal to one minus the retention rate (1 - 0.4 = 0.6). Expected dividends are equal to the dividend payout ratio multiplied by expected earnings (0.6 x 80 = $48). In order for a stock to be a good investment, its rate of return should be equal or greater than the required rate of return.The minimum ending value that would make the stock investment in this question profitable is given by the equation (P2 + D) / P1 = 1 + k, where P2 is the ending value, P1 is the beginning value, D is the expected dividend, and k is the required rate return. Rearranging this yield P2 = ((k + 1) x P1) - D In this question, the minimum ending value is (1.21 x 640) - 48 = $726.40.

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