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    • Exam Name: 2 = 12500 (as variance = volatility squared). The first factor alone has a variance of 10,000, or 80%. Therefore only the first factor will be included in the final analysis, and the rest will be ignored.
      Interestingly, this example highlights one of the limitations of PCA. Obviously, the second and third factors are material when considering volatility, though the effect of squaring them to get the variance makes them appear less important than they are.

      NEW QUESTION: 2
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      A. Systems Acceptance Testing
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      NEW QUESTION: 3
      Ihr Unternehmen verfügt über eine Testumgebung, die eine Active Directory-Domäne mit dem Namen contoso.com enthält. Die Domäne enthält einen Server mit dem Namen Server1, auf dem Windows Server 2016 ausgeführt wird. Auf Server1 ist IPAM (IP Address Management) installiert. IPAM weist die folgende Konfiguration auf.

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      Answer:
      Explanation:


      NEW QUESTION: 4
      スタンドアロンMABにはどのような利点がありますか?
      A. 管理者は、802.1x認証が試行される前にMABが発生するように設定できます。
      B. 802.1xサポートを必要とせずに、MACアドレスに基づいてデバイスへのアクセスを許可できます。
      C. RADIUSサーバーがオフラインのとき、暗黙的にアクセスを許可します。
      D. 802.1xサポートを必要とせずに、IPアドレスに基づいてデバイスへのアクセスを許可できます。
      Answer: B

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    NEW QUESTION: 1
    A risk analyst peforming PCA wishes to explain 80% of the variance. The first orthogonal factor has a volatility of 100, and the second 40, and the third 30. Assume there are no other factors. Which of the factors will be included in the final analysis?
    A. First and Second
    B. Insufficient information to answer the question
    C. First, Second and Third
    D. First
    Answer: D
    Explanation:
    Explanation
    The total variance of the system is 100

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