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NEW QUESTION: 1
セキュリティグループアクセスでは、どの3つのsyslogメッセージをCisco ISEに送信する必要がありますか？ （3つ選択してください。）
A. AP-1-AUTH_PROXY_DOS_ATTACK
B. AUTHMGR-5-MACMOVE
C. AP-1-AUTH_PROXY_FALLBACK_REQ
D. MKA-2-MACDROP
E. ASA-6-CONNECT_BUILT
F. IOS-7-PROXY_DROP
Answer: A,B,C
NEW QUESTION: 2
You have just completed an OSPF implementation. While executing your verification plan, you determine that R1 is not able to establish full OSPF adjacency with R2. The show ip ospf neighbor command output on R1 shows that R2 is stuck in the INIT state.
What could be the cause of this problem?
A. Corrupted LSAs exchanges between the R1 and R2.
B. Mismatched interface maximum transmission unit (MTU) configuration between the R1 and R2.
C. DR and BDR election errors between R1 and R2.
D. The R2 router has not received the OSPF hello packets from the R1 router.
E. Mismatched OSPF hello interval configuration between the R1 and R2.
Answer: D
Explanation:
Explanation When a router receives an OSPF Hello from a neighbor, it sends the Hello packet by including that neighbor's router ID in the Hello packet. If the neighbor does not receive this packet (means that it
doesn't see itself in this packet), it will be stuck in INIT state. INIT state can be understood as a
one-way Hello. An example of a router stuck in INIT state is shown below:
NEW QUESTION: 3
회사에는 AW5 Organizations의 일부인 여러 AWS 계정이 있습니다. 회사의 보안 팀은 회사의 AWS 계정에 대한 전체 액세스 권한을 가진 관리자도 회사의 Amazon S3 버킷에 액세스 할 수 없도록 하려고 합니다. 어떻게 해야 합니까?
A. 권한 경계를 추가하여 Amazon S3에 대한 액세스를 거부하고 모든 역할에 연결
B. UseSCPs
C. Amazon S3에 대한 VPC 엔드 포인트를 생성하고 Amazon S3에 대한 액세스를 거부합니다.
D. S3 버킷 정책 사용
Answer: B
NEW QUESTION: 4
暗号化アルゴリズムでは、鍵長はどのような情報を提供しますか？
A. パケットサイズ
B. 順列の数
C. ハッシュブロックサイズ
D. 暗号ブロックサイズ
Answer: B
Explanation:
Explanation
In cryptography, an algorithm's key space refers to the set of all possible permutations of a keys.
If a key were eight bits (one byte) long, the keyspace would consist of 28 or 256 possible keys. Advanced
Encryption Standard (AES) can use a symmetric key of 256 bits, resulting in a key space containing 2256 (or
1.1579 * 1077) possible keys.
Source: https://en.wikipedia.org/wiki/Key_space_(cryptography)
