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NEW QUESTION: 1
You need to recommend a server virtualization strategy that meets the technical requirements and the virtualization requirements.
What should you include in the recommendation?
A. Windows Server Backup
B. Microsoft System Center 2012 Virtual Machine Manager (VMM)
C. Disk2vhd
D. The Microsoft Virtual Machine Converter
Answer: B
Explanation:
Explanation/Reference:
Explanation:
* Scenario:
Virtualize the application servers.
Automatically distribute the new virtual machines to Hyper-V hosts based on the current resource us The main office has the following servers:
Five physical Hyper-V hosts that run Windows Server 2012age of the Hyper-V hosts.
* System Center Virtual Machine Manager 2012: VMM Gets Major Upgrade
Expanded hypervisor support, virtual application support and a myriad of other upgrades are coming in the new VMM 2012.
There's no doubt that Microsoft is making System Center Virtual Machine Manager (VMM) a key component of the System Center suite. The scope of the product is being expanded so much that it could be renamed "System Center Virtual Datacenter Manager." The new version of VMM is currently in beta and is scheduled for release in the second half of 2011.
VMM can now do bare-metal installations on fresh hardware, create Hyper-V clusters instead of just managing them, and communicate directly with your SAN arrays to provision storage for your virtual machines (VMs). The list of supported hypervisors has also grown-it includes not only Hyper-V and VMware vSphere Hvpervisor, but also Citrix XenServer.
http://technet.microsoft.com/en-gb/magazine/hh300651.aspx
NEW QUESTION: 2
You have invested in a stock with an expected return of 14% and a standard deviation of 7%. Your target rate of return is 7%. What is the probability that you will not meet your objective, assuming stock returns are normally distributed?
A. 68%
B. 32%
C. 16%
Answer: C
Explanation:
There is a 68% chance that the stock returns will be within one standard deviation of the mean i.e. with 68% chance, the stock returns will be between 7% and 21%. Hence, the probability that stock returns will lie outside this range is 100% - 68% = 32%. Since the normal distribution is symmetrically distributed about the mean, the probability that the returns will be less than 7% equals 32/2
= 16% Instead of the above, you could also solve the problem using the z-score and the normal probability distribution table. You should, however, be aware of short-cuts like the above.
NEW QUESTION: 3
An administrator has modified the password encryption method using the command idsldapmodify. Assuming the adminDN is cn=root and the adminPW is secret, which command is required to make the change take effect without having to restart the server?
A. idsldapexop -D cn=root -w secret -op readconfig -scope single "cn=configuration" ibmslapdPWEncryption
B. idsldapexop -D cn=root -w secret -op readconfig -scope single "cn=SSL,configuration" ibmslapdsslcipherspec
C. idsldapexop -D cn=root -w secret -op updateconfig -scope single "cn=configuration" ibmslapdPWEncryption
D. idsldapexop -D cn=root -w secret -op updateconfig -scope entire "cn=SSL,configuration" ibmslapdsslcipherspec
Answer: C
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