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Huawei H22-431_V1.0 - HCSA-Field-Storage Component(Distribution) V1.0 Exam Braindumps

Huawei H22-431_V1.0 - HCSA-Field-Storage Component(Distribution) V1.0 Exam Braindumps

  • Certification Provider:Huawei
  • Exam Code:H22-431_V1.0
  • Exam Name:HCSA-Field-Storage Component(Distribution) V1.0 Exam Exam
  • Total Questions:276 Questions and Answers
  • Product Format: PDF & Test Engine Software Version
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NEW QUESTION: 1
If the price elasticity of supply for a good over a certain price range is 0.8, the increase in the quantity supplied of that good, following a 10% increase in its price, will be
A. 18%
B. 80%
C. 8.0%
D. 0.8%
Answer: C

NEW QUESTION: 2
A planned EBGP network will use OSPF to reach the EBGP peer addresses. Which of these conditions should be avoided in the design that could otherwise cause the peers to flap continuously?
A. IP addresses used to peer are also being sent via EBGP.
B. The routers are peered by using a default route sent by OSPF.
C. The OSPF area used for peering is nonbackbone (not area 0).
D. An ACL blocks TCP port 179 in one direction.
Answer: A
Explanation:
Explanation/Reference:
Explanation:

NEW QUESTION: 3
アプリケーション開発プロセスのどの段階で、セキュリティ部門が最初に関与する必要がありますか?
A. プログラミング時
B. 詳細要件
C. 要求されたとき
D. テスト時
Answer: B
Explanation:
説明
情報セキュリティは、アプリケーションの設計の要件に統合する必要があります。また、組織の情報セキュリティガバナンスの一部であるべきです。アプリケーションの所有者は、セキュリティの関与をタイムリーに要求することはできません。要件はすでに合意されているため、システムのテスト中には遅すぎます。コードレビューは、最終的な品質保証プロセスの一部です。

NEW QUESTION: 4
Linear programming is an example of __________ project selection method.
A. Optimistic random method
B. Benefit measurement
C. Random choice method
D. constrained optimization models
Answer: D
Explanation:
constrained optimization models is a mathematical model to select project. The main techniques that have been proposed for solving constrained optimization problems are reduced-gradient methods, linear programming and quadratic programming methods. All are mathematical model. These types of models are in use only in certain
types of projects and are not going to be used for simpler projects.

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