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NEW QUESTION: 1
Which constraint can be defined only at the column level?
A. FOREIGN KEY
B. UNIQUE
C. CHECK
D. NOT NULL
E. PRIMARY KEY
Answer: D
Explanation:
Explanation/Reference:
Explanation:
The NOT NULL constraint can be defined only at the column level. It enforces that a value must be defined for this column such that the column may not be NULL for any row.
Incorrect Answers
A:The UNIQUE constraint enforces uniqueness on values in the constrained column. It can be defined not only at the column level.
C:The CHECK constraint enforces that values added to the constrained column must be present in a static list of values permitted for the column.
D:The PRIMARY KEY constraint stipulates that values in the constrained column(s) must be unique and not NULL. If the primary key applies to multiple columns, then the combination of values in the columns must be unique and not NULL.
E:The FOREIGN KEY constraint enforces that only values in the primary key of a parent table may be included as values in the constrained column(s) of the child table.
OCP Introduction to Oracle 9i: SQL Exam Guide, Jason Couchman, p. 227-232 Chapter 5: Creating Oracle Database Objects

NEW QUESTION: 2
To set the readiness meter for the 'Job Roles I'm considering', which template do
you update?
Please choose the correct answer.
Choose one:
A. Learning Activities template
B. Career Worksheet template
C. Development Plan template
D. Goal Plan template
Answer: B

NEW QUESTION: 3
Note: This question is part of a series of questions that use the same scenario. For your convenience, the scenario is repeated in each question. Each question presents a different goal and answer choices, but the text of the scenario is exactly the same in each question in this series.
Start of repeated scenario.
Your network contains an Active Directory forest named contoso.com
You deploy an Azure Stack integrated system named Prod to a production environment. You also deploy an Azure Stack integrated system named Dev to a development environment. The developers who access Dev change frequently.
The Azure Stack integrated systems and the contoso.com forest are federated.
The on-premises network contains a Hyper-V host that hosts a Red Hat Enterprise Linux virtual machine named Linux1. Linux1 has the following characteristics:
* A 2-TB disk
* Generation 1
* 10 virtual cores
* 128 GB of RAM
* A disk named LinuxVhd.vhdx
You plan to deploy infrastructure as a service (IaaS) to Dev for developer projects. The Marketplace on Dev is configured and ready to publish items. Dev contains one plan named Dev_Plan1 and one offer named Dev_Offer1.
Prod contains two plans and two offers. One of the offers is named Offer1.
All the IaaS and platform as a service (PaaS) tenant data must be backed up to an external location. The solution must ensure that the data can be restored if the datacenter that hosts Prod becomes unavailable.
End of repeated scenario.
You need to ensure that the team that supports the developers can perform Azure Stack operator tasks on Dev.
The solution must minimize the amount of administrative effort required to manage the administrative rights.
Which three actions should you perform? Each correct answer presents part of the solution.
A. In contoso.com, modify the group membership of the development users.
B. From the Azure Stack administrator portal, create a new subscription.
C. From the Azure Stack administrator portal, configure the Default Provider Subscription.
D. From the Azure Stack administrator portal, create a new resource group.
E. From PowerShell, run the New-CloudAdminUser
Answer: A,C,E

NEW QUESTION: 4
A particular process has two independent sources of variation. The standard deviation of the first source is 3 units and the standard deviation of the second source is 4 units. The standard deviation of the processes is:
A. 0
B. 1
C. 2
D. 3
Answer: D
Explanation:
You have to take the Variance to calculate the SD. Variance = (S.D) * (S.D) S.D = Sqrt of Variance Variance of the first source = 3 * 3 = 9 Variance of the second source = 4 * 4 = 16 Total Variance = 25
S.D = Sqrt of variance = 5