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  • Certification Provider:WGU
  • Exam Code:Digital-Forensics-in-Cybersecurity
  • Exam Name:Digital Forensics in Cybersecurity (D431/C840) Course Exam Exam Exam
  • Total Questions:276 Questions and Answers
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NEW QUESTION: 1
You have an Azure subscription named Subscription1 that contains a virtual network named VNet1.
You add the users in the following table.

Which user can perform each configuration? To answer, select the appropriate options in the answer area.
NOTE:Each correct selection is worth one point.

Answer:
Explanation:

Explanation

Box 1: User1 and User3 only.
The Owner Role lets you manage everything, including access to resources.
The Network Contributor role lets you manage networks, but not access to them.
Box 2: User1 and User2 only
The Security Admin role: In Security Center only: Can view security policies, view security states, edit security policies, view alerts and recommendations, dismiss alerts and recommendations.
References:
https://docs.microsoft.com/en-us/azure/role-based-access-control/built-in-roles

NEW QUESTION: 2
Which of the following is a typical WLAN high-density access scenario?
A. Mobile rounds
B. Sports venues
C. Wireless cash register
D. Asset positioning
Answer: B

NEW QUESTION: 3
この質問については、Mountkirk Gamesのケーススタディを参照してください。会社のMountkirk Gamesの計算ワークロードの技術アーキテクチャを分析および定義する必要があります。 Mountkirk Gamesのビジネス要件と技術要件を考慮して、何をすべきですか?
A. ネットワークロードバランサーを作成します。プリエンプティブではないCompute Engineインスタンスを使用します。
B. マネージドインスタンスグループと自動スケーリングポリシーを使用してグローバルロードバランサーを作成します。プリエンプティブではないCompute Engineインスタンスを使用します。
C. ネットワークロードバランサーを作成します。プリエンプティブなCompute Engineインスタンスを使用します。
D. マネージドインスタンスグループと自動スケーリングポリシーを使用してグローバルロードバランサーを作成します。プリエンプティブなCompute Engineインスタンスを使用します。
Answer: D

NEW QUESTION: 4
EOQ 경제 주문 수량 (EOQ Economic Order Quantity) 모델은 일정한 연간 수요, 연간 단위당 운송 비용 및 주문 당 비용을 기반으로 주문할 제품의 비용 최소화 수량을 계산합니다. 예를 들어, 연간 수요가 10,000 개이고 운송 비용이 연간 품목 당 1 달러이고 주문 비용은 10 달러인 경우 EOQ는 약 447 개입니다. 수요가 연간 5,000 단위로 떨어지고 운송 및 주문 비용이 각각 US $ 1 및 US $ 10으로 유지되면 EOQ는 어떻게 될까요?
A. 0
B. 1
C. 2
D. 3
Answer: B
Explanation:
The ECQ formula is
X = (2AD/K)1/2

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