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NEW QUESTION: 1
注：この質問は、同じシナリオを提示する一連の質問の一部です。シリーズの各質問には、述べられた目標を達成する可能性のある独自の解決策が含まれています。一部の質問セットには複数の正しい解決策がある場合がありますが、他の質問セットには正しい解決策がない場合があります。
このセクションの質問に回答した後は、その質問に戻ることはできません。その結果、これらの質問はレビュー画面に表示されません。
機械学習モデルをトレーニングして登録します。
モデルをリアルタイムWebサービスとしてデプロイすることを計画しています。モデルを使用するには、アプリケーションでキーベースの認証を使用する必要があります。
Webサービスをデプロイする必要があります。
解決：
AciWebserviceインスタンスを作成します。
ssl_enabledプロパティの値をTrueに設定します。
モデルをサービスにデプロイします。
ソリューションは目標を達成していますか？
A. はい
B. いいえ
Answer: B
Explanation:
Explanation
Instead use only auth_enabled = TRUE
Note: Key-based authentication.
Web services deployed on AKS have key-based auth enabled by default. ACI-deployed services have key-based auth disabled by default, but you can enable it by setting auth_enabled = TRUE when creating the ACI web service. The following is an example of creating an ACI deployment configuration with key-based auth enabled.
deployment_config <- aci_webservice_deployment_config(cpu_cores = 1,
memory_gb = 1,
auth_enabled = TRUE)
Reference:
https://azure.github.io/azureml-sdk-for-r/articles/deploying-models.html

NEW QUESTION: 2
What are some of the weaknesses that make LAN Manager Hashes much easier to crack by an attacker? (Select all that apply)
A. The hash value is encrypted with AES
B. The password is converted to Uppercase
C. The 14 character password is split in two
D. The hash value is encrypted using MD5
Answer: B,C

NEW QUESTION: 3
Allen works as a project manager of the NHY project. This project is scheduled to last for two years and has a BAC of $5,400,000. He is currently 45 percent complete with this project, though he is supposed to be at his second milestone, which accounts for half of the project completion. There have been some errors in the project, which have caused Allen to spend $2,093,754. What is this project's schedule variance?
A. - $720,000
B. - $210,000
C. - $270,000
D. - $250,000
Answer: C
Explanation:
Explanation/Reference:
Explanation:
The schedule variance can be found by subtracting the planned value from the earned value. In this instance, it is EV = (0.45 * 5,400,000)
= 2,430,000
PV = (0.50 * 5,400,000)
= 2,700,000
SV = EV - PV
= 2,430,000 - 2,700,000
= - $270,000
Schedule variance (SV) is a measure of schedule performance on a project. The variance notifies that the schedule is ahead or behind what was planned for this period in time. The schedule variance is calculated based on the following formula: SV = Earned Value (EV) - Planned Value (PV) If the resulting schedule is negative, it indicates that the project is behind schedule. A value greater than 0 shows that the project is ahead of the planned schedule. A value of 0 indicates that the project is right on target.