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NEW QUESTION: 1
あなたは会社のOffice 365管理者です。
テナントで問題が発生しました。 Microsoft 365管理センターを起動し、[新しいサービスリクエストの作成]を選択します。
管理センターから問題を解決するためのサポートを受ける必要があります。
管理センターから実行できる3つのアクションはどれですか？それぞれの正解は完全な解決策を提示します。
注：それぞれの正しい選択には1ポイントの価値があります。
A. マイクロソフトのサービス技術者が電話する時間をスケジュールします。
B. マイクロソフトのライブサービスエンジニアとチャットします。
C. マイクロソフトのサービス技術者に、電子メールを使用して連絡するように依頼します。
D. マイクロソフトのテクニカルサポートの電話番号を受け取り、マイクロソフトのサポート技術者と話します。
E. クエリテキストボックスを使用して、問題に関する情報を入力し、ヘルプドキュメントへのリンクを受け取ります。
Answer: A,C,E
Explanation:
Explanation
Beside the query text box you have 3 preferred contact options with a MS engineer:
1) Phone (Response within 15 min) 3) Schedule a call back

NEW QUESTION: 2
エンジニアが、Discoveryを使用してCisco Prime Infrastructureにデバイスを追加しています。 シスコ以外のデバイスを検出するにはどのプロトコルを使用する必要がありますか？
A. LLDP
B. BGP
C. OSPF
D. routing table
Answer: A

NEW QUESTION: 3
DRAG DROP
You are creating a method that saves information to a database.
You have a static class named LogHelper. LogHelper has a method named Log to log the exception.
You need to use the LogHelper Log method to log the exception raised by the database server. The solution must ensure that the exception can be caught by the calling method, while preserving the original stack trace.
How should you write the catch block? (Develop the solution by selecting and ordering the required code snippets. You may not need all of the code snippets.) Select and Place:

Answer:
Explanation:

Explanation/Reference:
Explanation:
Note:
Catch the database exception, log it, and then rethrow it.
* SQLException
An exception that provides information on a database access error or other errors.

NEW QUESTION: 4
Consider the following statements:
I). The t distribution is a symmetrical probability distribution defined by a single parameter known as the degrees of freedom.
II). When sample size is small and population variance is not known, the t distribution is used.
III). The use of a t reliability factor is appropriate when the population variance is unknown but we have a large sample and can rely on the central limit theorem to ensure approximate normality of the distribution of the sample mean.
Which is true?
A. I, II and III.
B. I and III.
C. I and II.
Answer: B
Explanation:
Some facts about the t-distribution are:
The t distribution is a symmetrical probability distribution defined by a single parameter known as
*
the degrees of freedom.
When sample size is small and population variance is not known, the t distribution is used if the
*
population is normally distributed (this is unknown in the question).
The use of a t reliability factor is appropriate when the population variance is unknown but we
*
have a large sample and can rely on the central limit theorem to ensure approximate normality of the distribution of the sample mean