PMI PMI-PBA Deutsch, PMI-PBA Dumps & PMI-PBA Exam - Hospital

2 = 307.4%%<br/><br/></p><p><strong>NEW QUESTION: 4</strong><br/>DRAG DROP<br/>You administer a Microsoft SQL Server database called Human_Resources. The database contains a table named dbo.Salary.<br/>You need to ensure that all read activity against dbo.Salary is audited and written to the Windows Security Log.<br/>What should you do? (To answer, move the three appropriate actions from the list of actions to the answer area and arrange them in the correct order.) Select and Place:<br/><img src=
Answer:
Explanation:

Explanation/Reference:
Explanation:
Note:
An audit must exist before creating a server audit specification for it. When a server audit specification

is created, it is in a disabled state.
The general process for creating and using an audit is as follows.

1. Create an audit and define the target.
2. Create either a server audit specification or database audit specification that maps to the audit. Enable the audit specification.
3. Enable the audit.
4. Read the audit events by using the Windows Event Viewer, Log File Viewer, or the fn_get_audit_file function.
Example (step 2) (we should audit SELECT on the Salary table):
USE AdventureWorks2012 ;
GO
-- Create the database audit specification.

References:
http://msdn.microsoft.com/en-us/library/cc280386.aspx
http://msdn.microsoft.com/en-us/library/cc280448.aspx
http://msdn.microsoft.com/en-us/library/cc280404.aspx

2)] + 0.1*[(-25%) exam">
  • Exam Code: 2)] + 0.1*[(-25%)
  • Exam Name: 2] = 617.2%%.
    The variance of a random variable equals the second moment minus the square of the mean. In this case, the variance equals 617.2%% - 17.6%
  • Version: V12.35
  • Q & A: 70 Questions and Answers
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About 2 = 307.4%%

NEW QUESTION: 4
DRAG DROP
You administer a Microsoft SQL Server database called Human_Resources. The database contains a table named dbo.Salary.
You need to ensure that all read activity against dbo.Salary is audited and written to the Windows Security Log.
What should you do? (To answer, move the three appropriate actions from the list of actions to the answer area and arrange them in the correct order.) Select and Place:

Answer:
Explanation:

Explanation/Reference:
Explanation:
Note:
An audit must exist before creating a server audit specification for it. When a server audit specification

is created, it is in a disabled state.
The general process for creating and using an audit is as follows.

1. Create an audit and define the target.
2. Create either a server audit specification or database audit specification that maps to the audit. Enable the audit specification.
3. Enable the audit.
4. Read the audit events by using the Windows Event Viewer, Log File Viewer, or the fn_get_audit_file function.
Example (step 2) (we should audit SELECT on the Salary table):
USE AdventureWorks2012 ;
GO
-- Create the database audit specification.

References:
http://msdn.microsoft.com/en-us/library/cc280386.aspx
http://msdn.microsoft.com/en-us/library/cc280448.aspx
http://msdn.microsoft.com/en-us/library/cc280404.aspx

2)] + 0.1*[(-25%) Exam Questions

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NEW QUESTION: 1
変更セットの1つのコンポーネントがデプロイに失敗した場合はどうなりますか?
A. 変更セット全体がデプロイに失敗する
B. 配置時間が長くなります
C. 失敗したコンポーネントを除いて、変更セットの他のすべてのコンポーネントがデプロイされます。
D. 変更セット全体がデプロイされます
Answer: A

NEW QUESTION: 2
질문에 답하려면 아래 정보를 참조하십시오.
MLS (Multilevel Security) 시스템에서 민감도 수준을 높이기 위해 제한, 기밀, 비밀, 일급 비밀과 같은 민감도 레이블이 사용됩니다. 표 A에는 4 명의 사용자에 대한 허가 수준이 나열되어 있고 표 B에는 4 개의 서로 다른 파일에 대한 보안 등급이 나열되어 있습니다.

Bell-LaPadula 시스템에서 파일 3에 쓸 수 없는 사용자는 누구입니까?
A. 사용자 D
B. 사용자 A
C. 사용자 C
D. 사용자 B
Answer: A

NEW QUESTION: 3
An investor faces the following investment scenarios:
Scenario Probability Return
Bull market 60% 30%
Neutral market 30% 7%
Market crash 10% -25%
The variance of the investor's rate of return is ________.
A. 307.4%%
B. 4.17%%
C. 6.17%%
D. 17.6%%
Answer: A
Explanation:
Explanation/Reference:
Explanation:
The expected return equals 0.6 * 30% + 0.3 * 7% + 0.1*(-25%) = 17.6%. To calculate the variance, an easy way is to first calculate the second moment, which is the expected value of the square of the return.
Thus, the second moment equals 0.6*[(30%)

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