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NEW QUESTION: 1
In which of the following locations can Document Attachment source documents be stored? Choose the 2 that apply.
A. on each user local workstationon each user? local workstation
B. in a network folder
C. in a Microsoft SharePoint document library
D. in a table in the Application database
Answer: B,C
NEW QUESTION: 2
Leo is having difficulty modifying a published managed page. He has confirmed that the page is part of a workflow. What is the minimum role that he should have applied to the workflow stage to be able to modify the page?
A. Editor
B. Manager
C. User
D. Contributor
Answer: A
NEW QUESTION: 3
Your network contains an Active Directory domain named contoso.com.
You currently have an intranet web site that is hosted by two Web servers named Web1 and Web2. Web1 and Web2 run Windows Server 2012. Users use the name intranet.contoso.com to request the web site and use DNS round
robin.
You plan to implement the Network Load Balancing (NLB) feature on Web1 and Web2.
You need to recommend changes to the DNS records for the planned implementation.
What should you recommend?
A. Create a service locator (SRV) record. Map the SRV record to Intranet.
B. Delete both host (A) records named Intranet. Create a pointer (PTR) record for each Web server.
C. Create a new host (A) record named Intranet. Remove both host (A) records for Web1 and Web2.
D. Delete one of the host (A) records named Intranet. Modify the remaining host (A) record named Intranet.
Answer: D
Explanation:
Reference: How to Configure Network Load Balancing for Configuration Manager Site Systems
https://technet.microsoft.com/en-us/library/bb633031.aspx
NEW QUESTION: 4
Out of a box that contains 4 black mice and 6 white ones, three are picked up. What is the probability that all three will be black mice?
A. 1/720.
B. 1/30.
C. 2/5.
D. 8/125.
E. 3/10.
Answer: B
Explanation:
Explanation/Reference:
Explanation:
The probability for the first one to be black is: 4/(4+6) = 2/5.
The probability for the second one to be black is: 3/(3+6) = 1/3.
The probability for the third one to be black is: 2/(2+6) = 1/4.
The probability for all three events is (2/5) x (1/3) x (1/4) = 1/30.
