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NEW QUESTION: 1
When an EC2 instance that is backed by an s3-based AMI is terminated. What happens to the data on the root volume?
A. Data is automatically saved as an EBS volume
B. Data is automatically saved as an EBS snapshot
C. Data is unavailable until the instance is restarted
D. Data is automatically deleted
Answer: D

NEW QUESTION: 2
ビジネスユーザーは、Decision Centerからリモートでクラシックルールプロジェクトをテストおよびシミュレートしたいと考えています。
アプリケーション開発者は、リモートテストでビジネスルールにアクセスできるようにするために何をする必要がありますか？
A. 1. Decision Centerにリモートビジネスルールプロキシをインストールします。
2. SSPを使用するようにビジネスルールプロキシを構成する
3. Decision CenterとRule Execution Serverの間に安全な接続を確立します
B. 1.ビジネスルールプロジェクトをRule DesignerからRuleAppにエクスポートします。
2. SSP内でRuleAppを再パッケージ化します
3. Decision CenterにRuleAppをデプロイします。
C. 1. Rule Designerへのリモートアクセス用にDecision Centerを構成します。
2.ルールプロジェクトをリモートのルール実行サーバーに展開します。
3. Decision CenterにSSPをインストールします。
4. Decision CenterとRule Execution Serverの間に安全な接続を確立します。
D. 1. Rule DesignerのSSP内でXOMを再パッケージ化します。
2.再パッケージ化されたSSPをリモートRule Execution Serverに展開します。
3.ルールプロジェクトをDecision Centerに公開します。
4. Decision Centerを構成して、SSPを参照してXOMを保管するRule Execution Serverにアクセスできるようにします。
Answer: D

NEW QUESTION: 3
Portfolio managers tend to use the efficient frontier analysis as a modeling approach that gives decision makers the analytical tool to optimize portfolios given resource constraints such as risk. Consider that your company is risk-averse, on which side of the efficient frontier curve should the undertaken portfolios lie?
A. Below the curve
B. Above the curve
C. Along the upper bounds of the curve
D. Along the lower bounds of the curve
Answer: D
Explanation:
Explanation
This is an important question and requires that you understand the efficient frontier concept very well . A quick explanation would be that portfolios are considered sub-optimal if they lie below the curve, non-realistic with a non-realistic risk level if they lie above the curve; so the best portfolios are those who lie on the curve or along the bounds of the curve, however, for a risk-averse company such as the one in the given scenario, chosen portfolios lie in the low-risk zone which is along the lower bounds of the curve (to the left)