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NEW QUESTION: 1
Which three statements are true about common roles? (Choose three.)
A. A common role cannot be created by a local user.
B. Object privileges can be granted to a common role in a pluggable database (PDB).
C. Only system privileges can be granted to a common role in a container database (CDB).
D. A common user that is granted a common role can grant the role to other common and local users in a
PDB.
E. A common role can be granted only to a common user.
Answer: A,B,D
Explanation:
Explanation/Reference:
Explanation:
C: Commonly granted privileges that have been made to the common role apply in the root and all PDBs
to which the grantor can connect, including PDBs that may be added later on.
D: Common users can both create and grant common roles to other common and local users.
E: Local users cannot create common roles.
Note: A common role is a role that is created in the root; a local role is created in a PDB.
Incorrect Answers:
A: Local users can grant common roles to common and other local users.
References: https://docs.oracle.com/database/121/DBSEG/authorization.htm

NEW QUESTION: 2

A. Option D
B. Option C
C. Option A
D. Option B
Answer: D

NEW QUESTION: 3
Calculate the composite index for the following portfolio having CPI weight = 80% and SPI weight = 20% Larger image
A. 0.9
B. 0
C. 1.1
D. 1.5
Answer: B
Explanation:
Explanation
Composite Index CI = [prioritized NPV] * [(CPI * CPI weight + SPI * SPI weight)] = [NPV / sum(NPVs)] *
[(CPI * CPI weight + SPI * SPI weight)]; when NPV is not present in the calculation, CI = (CPI * CPI weight
+ SPI * SPI weight). The following tables detail the calculation process.
For this example, and given the table in the question, you start by:
Calculating the NPV / sum(NPVs) for each component, in addition to (CPI * CPI weight + SPI * SPI weight) for each component. You will get the first table below.
What you do next is multiply both the calculated columns together for each row to get the composite index of each component to complete the formula previously cited. You will get the second table below.
The portfolio composite index is the summation of the composite indexes of each component; it reflects the overall performance of the portfolio. The composite index is 1 based on the above calculations.
This is a very important question for the exam and it occurs on nearly each and every exam. There is no information on this in the standard. We have included everything you need to know about the composite index and its validation in our QB

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