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NEW QUESTION: 1
製造会社は最近、ICSデバイスに対する攻撃から回復しました。 その後、影響を受けるコンポーネントを分離することで攻撃対象を減らしました。 同社は現在、検出機能の実装を望んでいます。 機械学習に基づいたシステムを検討しています。 次の機能のうち、主流の商用IDSにこのような新生技術を採用するドライバーを最もよく説明しているのはどれですか？
A. 論理プロトコルとメッセージング形式に基づいてトラフィックを分類する
B. 通常の行動を訓練し、それからの逸脱を特定する
C. 観察された動作に基づいてICSデバイスを自動的に再構成する
D. 既知の不正な署名と動作を特定してトリガーする
Answer: B

NEW QUESTION: 2
A multi-server backup is failing. After checking the job log, the root cause is unclear.
What is the next action an administrator should take to identify the issue?
A. perform a test run of the job
B. run SymHelp and review the failed job report
C. divide the job and back up the servers individually
D. leave the job intact and enable BEUtility
Answer: C
Explanation:
Topic 14, Describe how to protect computers using SDR

NEW QUESTION: 3
Configuring the Adobe Analytics-Adobe target integration sometimes called ''A4t enhanced both adobe product. What are some benefits of settings up this integration ? Select two.
A. Adobe analytics can deliver personalized contact based on user preferences
B. Custom events from Analytics can be applied to Target reports at any time
C. Paid search ads be created on the fly and run on search run on engines
D. Target activities experiences, and results can be viewed with adobe Analytics
E. Target can create new custom eVars and implement them without any code changes
Answer: B,D

NEW QUESTION: 4
A division uses a regression in which monthly advertising expenditures are used to predict monthly product sales (both in millions of US dollars). The results show a regression coefficient for the independent variable equal to 0.8. This coefficient value indicates that:
A. The average monthly advertising expenditure in the sample is US $800,000.
B. On average, every additional dollar of advertising results in US $.80 of additional sales.
C. Advertising is not a good predictor of sales because the coefficient is so small.
D. When monthly advertising is at its average level, product sales will be US $800,000.
Answer: B
Explanation:
The regression coefficient represents the change in the dependent variable corresponding to a unit change in the independent variable. Thus, it is the slope of the regression line, represented by b in the linear equation y=a + bx.