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NEW QUESTION: 1
モバイルアプリケーションでApp Centerを初期化するためのコードをどのように完成させる必要がありますか？回答するには、回答領域で適切なオプションを選択します。
注：それぞれ正しい選択は1ポイントの価値があります。

Answer:
Explanation:

Explanation

Scenario: Visual Studio App Center must be used to centralize the reporting of mobile application crashes and device types in use.
In order to use App Center, you need to opt in to the service(s) that you want to use, meaning by default no services are started and you will have to explicitly call each of them when starting the SDK.
Insert the following line to start the SDK in your app's AppDelegate class in the didFinishLaunchingWithOptions method.
MSAppCenter.start("{Your App Secret}", withServices: [MSAnalytics.self, MSCrashes.self]) References: https://docs.microsoft.com/en-us/appcenter/sdk/getting-started/ios

NEW QUESTION: 2
以下の各ステートメントについて、そのステートメントが正しい場合は「はい」を選択してください。そうでなければ、いいえを選択します。
注：それぞれ正しい選択は1ポイントの価値があります。

Answer:
Explanation:

Explanation

References:
https://docs.microsoft.com/en-us/azure/advisor/advisor-overview
https://microsoft.github.io/AzureTipsAndTricks/blog/tip173.html

NEW QUESTION: 3
DevOpsエンジニアは、3層Webアプリケーションのコンポーネントを展開するツールを推奨するように依頼されました。このアプリケーションでは、Amazon DynamoDBをデータベースとして使用しますどの展開で最も少ない運用管理が必要ですか？
A. AWS OpsWorksを使用してClassic Load Balancer Auto Scalingおよびアプリケーションリソースを作成するAWS CloudFormationを使用してデータベースリソースを作成するCloudFormationローリング更新を使用してアプリケーション更新をデプロイする
B. AWS OpsWorksを使用して、クラシックロードバランサー、Auto Scalingグループアプリケーション、およびデータベースリソースを作成するOpsWorksライフサイクルイベントを使用してアプリケーションの更新をデプロイする
C. AWS CloudFormationを使用して、クラシックロードバランサーとAuto Scalingグループを作成します。 AWS OpsWorksを使用してアプリケーションとデータベースリソースを作成するライフサイクルイベントを使用してOpsWorksでアプリケーションの更新をデプロイする
D. AWS CloudFormationを使用して、クラシックロードバランサー、Auto Scalingグループ、およびデータベースリソースを作成するCloudFormationローリングアップデートを使用してアプリケーションアップデートをデプロイする
Answer: B

NEW QUESTION: 4
The probability that the price of a stock increases is 0.30. The price of the stock will either increase or decrease each day independently of what happened on the previous day. An experiment consists of observing the price of this stock during a 30-day period. What is the probability that the stock price will increase 10 days out of the 30 days?
A. 0.3333
B. 0.1416
C. 0.03
Answer: B
Explanation:
The number of days that the stock price increases over this period follows a binomial distribution with 30 trials, a probability of success (increase in stock price) equal to 0.30 and a probability of failure (decrease in stock price) equal to 0.70. Therefore, the parameters of the distribution are n = 30 and p = 0.3. The probability that the number of successes is 10 out of 30 trials is: p(10) = 0.1416.