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NEW QUESTION: 1
Examine the command to perform a data pump export operation on a source database:
$> expdp hr/hr DIRECTORY=dumpdir DUMPFILE=emp1.dmp VIEWS_AS_TABLE=emp_dept On the target database, you execute the data pump import command:
$ > impdp hr/hr DIRECTORY=dumpdir DUMPFILE=emp1.dmp VIEWS_AS_TABLE=emp_dept Which three statements are true? (Choose three.)
A. The impdp operation creates EMP_DEPT as table and populates it with the data from the export dump file.
B. The expdp operation exports data that satisfies the condition of the defining query used to create the EMP_DEPT view.
C. The impdp operation creates the view and dependent objects.
D. All rows from the dependent objects, along with the metadata required to create the EMP_DEPT view, are exported.
E. Objects dependent on the EMP_DEPT view are exported.
Answer: A,B,E

NEW QUESTION: 2
A Solution Architect is considering possible options for improving the security of the data stored on an Amazon EBS volume attacked to an Amazon EC2 instance.
Which solution will improve the security of the data?
A. Use AWS KMS to encrypt the EBS volume.
B. Use Amazon single-on to control login access to the EC2 instance.
C. Create an IAM policy that restricts read and write access to the volume.
D. Migrate the sensitive data to an instance store volume.
Answer: A

NEW QUESTION: 3
Sie erstellen einen hyperkonvergenten Storage Spaces Direct-Failover-Cluster. Der Staubtuch enthält drei Knoten und a
1 TB Speicherplatz Direktes Volume.
Der Cluster speichert virtuelle Maschinen.
Sie planen, das Volume um weitere 3 TB zu erweitern.
Was ist die Mindestmenge an zusätzlicher Festplattenkapazität, die für die Erweiterung des Volumes erforderlich ist?
A. 4 TB pro Knoten
B. 3 TB auf dem Koordinatorknoten
C. 4 TB auf dem Koordinatorknoten
D. 3 TB pro Knoten
Answer: B

NEW QUESTION: 4
Which of the following uses both a public and private key?
A. AES
B. SHA
C. MD5
D. RSA
Answer: D
Explanation:
Section: Cryptography
Explanation/Reference:
Explanation:
The RSA algorithm is an early public-key encryption system that uses large integers as the basis for the
process.
RSA uses both a public key and a secret.
RSA key generation process:
1. Generate two large random primes, p and q, of approximately equal size such that their product, n = pq,
is of the required bit length (such as 2048 bits, 4096 bits, and so forth).
Let n = pq
Let m = (p-1)(q-1)
2
. Choose a small number e, co-prime to m (note: Two numbers are co-prime if they have no common
factors).
. Find d, such that
de % m = 1
. Publish e and n as the public key. Keep d and n as the secret key.
3
4