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NEW QUESTION: 1
オンライン会社はAmazon EC2 Auto Scalingを広範囲に使用して、実行中のEC2インスタンスの数を最小限に抑えながら、優れた顧客体験を提供します。アプリケーション層の会社の自己ホストPuppet環境は、インスタンスの構成を管理します。 ITマネージャーは、最低のライセンスコストを求めており、EC2 Auto Scalingグループが縮小するたびに、削除されたEC2インスタンスができるだけ早くPuppetマスターから登録解除されるようにします。
要件をどのように満たすことができますか？
A. AWS CodeDeployエージェントをベースAMIにベイクします。 Auto Scalingグループがスケールアウトしたら、CodeDeployを使用してPuppetエージェントをインストールし、スクリプトを実行して、新しくデプロイされたインスタンスをPuppetマスターに登録します。 Auto Scalingグループがスケールインしたら、CodeDeploy ApplicationStopライフサイクルフックを使用してスクリプトを実行し、Puppetマスターからインスタンスを登録解除します。
B. AWS Systems ManagerエージェントをベースAMIにベイクします。 Auto Scalingグループがスケールアウトしたら、AWS Systems Managerを使用してPuppetエージェントをインストールし、スクリプトを実行して、新しくデプロイされたインスタンスをPuppetマスターに登録します。 Auto Scalingグループがスケールインしたら、Systems Managerインスタンスの停止ライフサイクルフックを使用してスクリプトを実行し、Puppetマスターからインスタンスを登録解除します。
C. インスタンスの起動時に、EC2ユーザーデータを使用してAWS CodeDeployエージェントをデプロイします。 CodeDeployを使用してPuppetエージェントをインストールします。 Auto Scalingグループがスケールアウトしたら、スクリプトを実行して、新しくデプロイされたインスタンスをPuppetマスターに登録します。 Auto Scalingグループがスケールインしたら、EC2 Auto Scaling EC2_INSTANCE_TERMINATINGライフサイクルフックを使用して、Puppetマスターから登録解除をトリガーします。
D. インスタンスの起動時に、EC2ユーザーデータを使用してAWS CodeDeployエージェントをデプロイします。 Auto Scalingグループがスケールアウトしたら、CodeDeployを使用してPuppetエージェントをインストールし、スクリプトを実行して、新しくデプロイされたインスタンスをPuppetマスターに登録します。 Auto Scalingグループがスケールインしたら、EC2ユーザーデータインスタンス停止スクリプトを使用してスクリプトを実行し、Puppetマスターからインスタンスを登録解除します。
Answer: D

NEW QUESTION: 2
You are the project manager of the NNN project for your company. You and the project team are working together to plan the risk responses for the project. You feel that the team has successfully completed the risk response planning and now you must initiate what risk process it is. Which of the following risk processes is repeated after the plan risk responses to determine if the overall project risk has been satisfactorily decreased?
A. Risk identification
B. Risk response implementation
C. Qualitative risk analysis
D. Quantitative risk analysis
Answer: D

NEW QUESTION: 3

詳細については、以下の説明を確認してください
Answer:
Explanation:
以下に詳細な回答を示します

NEW QUESTION: 4
If n is an odd integer, which of the following must be an odd integer?
A. n+1
B. n-1
C. 4n+1
D. 2n
E. 3n+1
Answer: C
Explanation:
If n is an odd integer, both one more and one less than n will be even integers, eliminating choices (A) and
(B). Any even multiple of n will be an even integer, eliminating choice (C). However, 4n is even, making 4n
+1 an odd integer. The answer to this problem is (E). Note that 3n + 1 is even if n is odd and it is odd if n is
even. Since the question asks, "Which of the following MUST be an odd integer," (D) cannot be the
correct answer.