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Exam Code: FCSS_SDW_AR-7.4 Dumps

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NEW QUESTION: 1
A network designer is working with a company to improve convergence at the Layer 2 control plane and decides to use LACP. Which of these components does LACP use to create the system ID?
A. LACP system priority and switch MAC address
B. LACP port priority and port number
C. LACP port priority and switch MAC address
D. LACP system priority and port number
Answer: A
Explanation:
Explanation/Reference:
Explanation:

NEW QUESTION: 2
Windows Server 2016を実行するサーバーとWindows 10 Enterpriseを実行するデバイスがあります。
あなたには、すべてのサーバーとデバイスにコンピューター証明書を発行した証明機関(CA)があります。
VPNデバイストンネルを使用して、Windows 10デバイスがネットワークにリモートで接続できるようにする予定です。
サーバーにリモートアクセスサーバーの役割をインストールします。 ルーティングとリモートアクセスコンソールから、VPNの役割用にサーバーを構成します。
ユーザーがデバイスにサインインする前に、Windows 10デバイスがVPNトンネルを確立できることを確認する必要があります。 VPNサーバーで何をしますか?
A. ポートのプロパティを変更し、SSTPポートを追加してください。
B. 認証方法から、IKEv2のマシン証明書認証を許可するを選択します。
C. ポートのプロパティを変更し、さらにIKEv2ポートを追加します。
D. 認証方法から拡張認証プロトコル(EAP)を選択します。
Answer: A

NEW QUESTION: 3
Which two spatial predicates return all the cities that are located in a given county?
A. SDO_ANYINTERACT (county_geom, city_geom) = 'TRUE'
B. SDO_CONTAINS (city_geom, county_geom) = 'TRUE'
C. SDO_INSIDE (county_geom, city_geom) = 'TRUE'
D. SDO_ANYINTERACT (city_geom, county_geom) = 'TRUE'
Answer: B,C
Explanation:
Explanation/Reference:
A: Format: SDO_CONTAINS(geometry1, geometry2);
Checks if any geometries in a table have the CONTAINS topological relationship with a specified geometry.
The expression SDO_CONTAINS(geometry1,geometry2) = 'TRUE' evaluates to TRUE for object pairs that have the CONTAINS topological relationship, and FALSE otherwise.
B: Format: SDO_INSIDE(geometry1, geometry2);
Checks if any geometries in a table have the INSIDE topological relationship with a specified geometry.
The expression SDO_INSIDE(geometry1,geometry2) = 'TRUE' evaluates to TRUE for object pairs that have the INSIDE topological relationship, and FALSE otherwise.
Note: Some topological relationships
CONTAINS: The interior and boundary of one object is completely contained in the interior of the other object.
INSIDE: The opposite of CONTAINS. A INSIDE B implies B CONTAINS A.
ANYINTERACT: The objects are non-disjoint.
DISJOINT: The boundaries and interiors do not intersect.
Figure of Topological Relationships

References:
https://docs.oracle.com/database/121/SPATL/spatial-relationships-and-filtering.htm#SPATL460
https://docs.oracle.com/database/121/SPATL/sdo_inside.htm#SPATL1029


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