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NEW QUESTION: 1
You are creating UCS vHBA templates.
When performing this task using the wizard, what are three configurable settings? (Choose three.)
A. Default Domain
B. Fabric ID
C. MTU
D. WWN Pool
E. QoS Policy
Answer: B,D,E

NEW QUESTION: 2
Which Symantec Backup Exec 2012 default global scheduling option allows jobs to be cancelled without manual intervention?
A. terminate the job if it is still running 'x' hours if no data has incremented
B. job auto cancel after 'x' hours after its scheduled start time
C. cancel the job if it is still running 'x' hours after its scheduled start time
D. kill the job if it is still running 'x' hours after its scheduled start time
Answer: C

NEW QUESTION: 3
You are developing a SQL Server 2008 Analysis Services (SSAS) solution which includes a time dimension called TestTime which includes a hierarchy called Year-By-Day for Company.com.
You own a measure called Number from a measure group called MeasureTester.
In the previous time period for the current level of the Yer-Bet-Day hierarchy, you should make sure that you develop a calculated member to show the Number measure.
Which is the correct answer?
A. You should utilize [Measures].[ Number],OPENINGPERIOD [TestTime].[Yer-Bet-Day].FirstSibling.Level))
B. You should utilize ([Measures].[ Number],LASTPERIODS( 0,[TestTime].[Yer-Bet-Day].PrevMember))
C. You should utilize ([Measures].[ Number],[ TestTime].[Yer-Bet-Day].NextSibling)
D. You should utilize ([Measures].[ Number],LASTPERIODS( 1,[TestTime].[Yer-Bet-Day].PrevMember))
Answer: D
Explanation:
LastPeriods (MDX)
SQL Server 2008 R2 Other Versions Returns a set of members up to and including a specified
member.
Syntax LastPeriods(Index [ ,Member_Expression ] )
Arguments Index - A valid numeric expression that specifies a number of periods.
Member_Expression - A valid Multidimensional Expressions (MDX) expression that returns a
member.
Remarks
If the specified number of periods is positive, the LastPeriods function returns a set of members
that start with the member that lags Index - 1 from the specified member expression, and ends
with the specified member.
The number of members returned by the function is equal to Index.
If the specified number of periods is negative, the LastPeriods function returns a set of members
that start with the specified member and ends with the member that leads (- Index - 1) from the
specified member. The number of members returned by the function is equal to the absolute value
of Index.
If the specified number of periods is zero, the LastPeriods function returns the empty set. This is
unlike the Lag function, which returns the specified member if 0 is specified.
If a member is not specified, the LastPeriods function uses Time.CurrentMember. If no dimension
is marked as a Time dimension, the function will parse and execute without an error, but will cause
a cell error in the client application.
Examples
The following example returns the default measure value for the second third, and fourth fiscal
quarters of fiscal year 2002.
SELECT LastPeriods(3,[Date].[Fiscal].[Fiscal Quarter].[Q4 FY 2002]) ON 0 FROM [Adventure
Works]
Note
This example can also be written using the : (colon) operator:
[Date].[Fiscal].[Fiscal Quarter].[Q4 FY 2002]: [Date].[Fiscal].[Fiscal Quarter].[Q2 FY 2002]
The following example returns the default measure value for the first fiscal quarter of fiscal year
2002. Although the specified number of periods is three, only one can be returned because there
are no earlier periods in the fiscal year.
SELECT LastPeriods (3,[Date].[Fiscal].[Fiscal Quarter].[Q1 FY 2002] ) ON 0 FROM [Adventure
Works]

NEW QUESTION: 4
Refer to the exhibit.
A network associate has configured OSPF with the command:
City(config-router)# network 192.168.12.64 0.0.0.63 area 0
After completing the configuration, the associate discovers that not all the interfaces are participating in OSPF. Which three of the interfaces shown in the exhibit will participate in OSPF according to this configuration statement? (Choose three.)

A. Serial0/1.103
B. FastEthernet0 /1
C. Serial0/1.104
D. Serial0/1.102
E. FastEthernet0 /0
F. Serial0/0
Answer: B,D,F
Explanation:
Explanation/Reference:
Explanation:
The "network 192.168.12.64 0.0.0.63 equals to network 192.168.12.64/26. This network has:
Increment: 64 (/26= 1111 1111.1111 1111.1111 1111.1100 0000)
Network address: 192.168.12.64
Broadcast address: 192.168.12.127
Therefore, all interfaces in the range of this network will join OSPF - B, C and D are correct.