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C1000-138 -- Designing Blue Prism Process Solutions

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NEW QUESTION: 1
An engineer is seeking the most optimal on demand CPU performance while configuring the BIOS settings of UCS C-series rack mount server.
A. C2 state
B. C0/C1 state
C. C6 Retention
D. C6 non-Retention
Answer: D

NEW QUESTION: 2
An application has the following application rulesets:
Expenses:02-01
TGB:02-01
TGBCatalog:02-01
A rule with an Apply to: class of TGB-Expenses-Work-Reimbursement references a rule named PopulateLineItems. The six instances of PopulateLineItems in the rules cache are shown in the following table.

Which rule is chosen by Rule Resolution?
A. TGB-Expenses.PopulateLineItems (Expenses:02-01-03)
B. TGB-Expenses-Work.PopulateLineItems (Expenses:02-01-03)
C. TGB-Expenses-Work.PopulateLineItems (TGBCatalog:02-01-05)
D. TGB-Expenses-Work.PopulateLineItems (Expenses:02-01-05)
E. TGB-Expenses.PopulateLineItems (TGBCatalog:02-01-05)
F. TGB-Expenses-Work.PopulateLineItems (TGBCatalog:02-01-03)
Answer: C

NEW QUESTION: 3
A fundamental analyst is examining the perpetual preferred stock of a large telecom company. The preferred stock is expected to pay a quarterly dividend of $0.55, and the required rate of return is 11.75% per year. At what price would this preferred stock be fairly valued?
A. The answer cannot be calculated from the information provided.
B. $21.14
C. $16.44
D. $18.72
E. None of these answers is correct.
F. $18.20
Answer: D
Explanation:
Explanation/Reference:
Explanation:
Assuming that the quarterly dividend is to remain unchanged forever allows us to use the standard perpetuity model, which is illustrated as follows:
Value of preferred stock = {Annual dividend / required rate of return}
In this example, we are given the quarterly dividend, which must be multiplied be annualized in order to be imputed into the perpetuity valuation equation.
So said, a quarterly dividend of $0.55 translates into a yearly dividend of $2.20. Incorporating this yearly dividend into the perpetuity valuation model will result in the following:
Value of preferred stock = {$2.20 / 0.1175} = $18.72