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NEW QUESTION: 1
Your network contains an Active Directory domain named contoso.com. The domain contains two servers named Server1 and Server2 that have the same hardware configuration.
You need to asynchronously replicate volume F: from Server1 to Server2. What should you do?
A. Install the Failover Clustering feature and use Cluster SharedVolumes (CSV).
B. Run Set-DfsrServiceConfiguration and specify the -RPCPort parameter.
C. Run New-SRPartnership and specify the RephcationMode parameter.
D. Install the Failover Clustering feature and create a new cluster resource group.
Answer: C
Explanation:
Explanation/Reference:
Explanation:

NEW QUESTION: 2
ストーリーが推定できない一般的な理由は次のとおりです。
A. ストーリーに役割は含まれていません
B. チームにはドメインに関する知識が不足しています。
C. 開発者はストーリーに関連するタスクを理解していません。
D. チームには見積もりの​​経験がありません。
Answer: B

NEW QUESTION: 3
The following SAS program is submitted:
%let a = cat;
%macro animal(a = frog);
%let a = bird;
%mend;
%animal(a = pig)
%put a is &a;
Which one of the following is written to the SAS log?
A. a is cat
B. a is bird
C. a is &a
D. a is pig
Answer: A

NEW QUESTION: 4
If A and B be two debt securities, which of the following is true?
A. The probability of simultaneous default of A and B is greatest when their default correlation is 0
B. The probability of simultaneous default of A and B is greatest when their default correlation is +1
C. The probability of simultaneous default of A and B is not dependent upon their default correlations, but on their marginal probabilities of default
D. The probability of simultaneous default of A and B is greatest when their default correlation is negative
Answer: B
Explanation:
Explanation
If the marginal probability of default of two securities A and B is P(A) and P(B), then the probability of both of them defaulting together is affected by the default correlation between them. Marginal probability of default means the probability of default of each security on a standalone basis, ie, the probability of default of one security without considering the other security.
The relationship that expresses the probability of joint default of the two is given by the following expression:

It is easy to see that in a situation where the Default Correlation of A & B = 0, ie, the defaults are independent, the combined probability of default is P(A)*P(B), exactly what we would intuitively expect. Also in the other extreme case where the default correlation is equal to 1 and P(A) = P(B) = p, ie the securities behave in an identical way, the expression resolves to just p, which is what we would expect.
From the above relationship, it is clear that the probability of joint default of A and B is the greatest when default correlation between the two is equal to 1, ie the securities behave in an identical way. Therefore Choice
'a' is the correct answer.