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NEW QUESTION: 1
Which of the following will cause the Online Compatibility Check to fail during a Window 7 installation?
Choose two.
A. A display adapter with WDDM Support
B. A display adapter without WDDM Support but with SVIDEO
C. An 80 GB Hard Disk
D. 512MB of RAM
Answer: B,D
Explanation:
Explanation/Reference:
Explanation:

NEW QUESTION: 2
In this network presented in the following exhibit, configuring all routers to run OSPF on all interfaces. If you examine the OSPF database on P4S-R4, in which LSA will you find 10.1.5.0/24?

A. 10.1.5.0/24 is in a network (type 2) LSA originated by P4S-R3.
B. 10.1.5.0/24 is in a router (type 1) LSA generated by P4S-R3.
C. 10.1.5.0/24 is not in any LSA in the OSPF database at P4S-R4, because P4S-R4 and P4S-R3 are in different areas.
D. 10.1.5.0/24 is in a summary (type 3) LSA originated by P4S-R3.
Answer: D
Explanation:
Section: (none)
Explanation/Reference:

NEW QUESTION: 3
Which of the following is NOT a characteristic of the ElGamal public
key cryptosystem?
A. It is based on the discrete logarithm problem.
B. It can be used to generate digital signatures.
C. It can perform encryption, but not digital signatures.
D. It can perform encryption.
Answer: C
Explanation:
The ElGamal public key cryptosystem can perform both encryption
and digital signatures based on the discrete logarithm problem.
These three characteristics are shown in the examples that follow.
To generate a key pair in the ElGamal system:
A. Choose a prime number, p.
B. Choose two random numbers, g and x (g and x must both be less
than p).
C. Calculate y = g x mod p.
D. The private key is x and the public key is y, g, and p.
To encrypt a message, M, in the ElGamal system:
A. Select a random number, j, such that j is relatively prime to p-1.
Recall that two numbers are relatively prime if they have no
common factors other than 1.
B. Generate w = g j mod p and z = y j M mod p.
C. w and z comprise the ciphertext.
To decrypt the message, M, in the ElGamal system, calculate M =
z/w xmod p. This can be shown by substituting the values of z and w
in the equation as follows:
M = y j M mod p/ g jx mod p
Since y j = g xj mod p
M = (g xj M / g jx ) mod p
To sign a message, M, in the ElGamal system:
A. Select a random number, j, such that j is relatively prime to p-1. The value of j must not be disclosed. Generate w = g j mod p.
B. Solve for z in the equation M = (xw + jz) mod (p-1). The solution to this equation is beyond the scope of this coverage. Suffice to say that an algorithm exists to solve for the variable z.
C. w and z comprise the signature.
D. Verification of the signature is accomplished if g M mod p = y w w z mod p.

NEW QUESTION: 4
회사는 여러 대륙의 도시에서 온도, 습도 및 대기압 데이터를 수집합니다. 매일 사이트 당 수집되는 평균 데이터 양은 500GB입니다. 각 사이트에는 고속 인터넷 연결이 있습니다. 이 회사의 일기 예보 응용 프로그램은 단일 지역을 기반으로 하며 매일 데이터를 분석합니다.
이러한 모든 글로벌 사이트에 대한 데이터를 집계하는 가장 빠른 방법은 무엇입니까?
A. 사이트 데이터를 가장 가까운 AWS 리전의 Amazon S3 버킷에 업로드합니다. S3 교차 리전 복제를 사용하여 객체를 대상 버킷에 복사합니다.
B. 대상 버킷에서 Amazon S3 Transfer Acceleration을 활성화합니다. 멀티 파트 업로드를 사용하여 사이트 데이터를 대상 버킷에 직접 업로드하십시오.
C. 사이트 데이터를 가장 가까운 AWS 리전의 Amazon S3 버킷에 업로드합니다. S3 교차 리전 복제를 사용하여 객체를 대상 버킷에 복사합니다.
D. 클로즈 리전의 Amazon EC2 인스턴스에 데이터를 업로드합니다. Amazon EBS 볼륨에 데이터를 저장하십시오. 하루에 한 번 EBS 스냅 샷을 만들어 중앙 집중식 리전에 복사합니다. 중앙 집중식 리전에서 EBS 볼륨을 복원하고 매일 데이터에 대한 분석을 실행하십시오.
Answer: A
Explanation:
Explanation
Step -1 To transfer to S3 from global sites : Amazon S3 Transfer Acceleration enables fast, easy, and secure transfers of files over long distances between your client and your Amazon S3 bucket. S3 Transfer Acceleration leverages Amazon CloudFront's globally distributed AWS Edge Locations. Used to accelerate object uploads to S3 over long distances (latency). Transfer acceleration is as secure as a direct upload to S3.
Step -2 : When the application analyze/aggregate the data from S3 and then again upload the results - Multipart upload
http://lavnish.blogspot.com/2017/06/aws-s3-cross-region-replication.html
https://aws.amazon.com/s3/transfer-acceleration/