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NEW QUESTION: 1
An organization has private and public cloud resources. The organization has Windows Server 2012 R2 servers that have the Hyper-V role installed. You have one four-node cluster of Hyper-V host servers.
You use System Center 2012 R2.
The virtual machines that run on the cluster must remain online when you install updates on the Hyper-V host servers.
You need to install updates on the Hyper-V host servers.
What should you do?
A. Add all the virtual machines hosted on the cluster to a collection in System Center 2012 R2 Configuration Manager. Deploy updates to the collection.
B. Use the Cluster-Aware Updating (CAU) wizard.
C. Configure Windows Update on the Hyper-V host servers to download updates from Microsoft Update.
D. Configure Windows Server Update Services (WSUS) to provide updates to the Hyper-V host servers in the cluster.
Answer: B
Explanation:
http://technet.microsoft.com/en-us/library/gg675088.aspx
NEW QUESTION: 2
In order to avoid reputation risk; e.g. a bank that originates and sells loans into the secondary market should follow ______________ to protect its reputation in the market to support future loan sales.
A. Regulatory requirements
B. Proper communication channels
C. Disclosure requirements
D. Effective underwriting and documentation standards
Answer: D
NEW QUESTION: 3
Answer:
Explanation:
Box 1: No
Disabled is the default state for a new user not enrolled in Azure MFA.
Box 2: Yes
Enforced: The user has been enrolled and has completed the registration process for Azure MFA.
Web browser apps require login in this case.
Box 3: Yes
Enabled: The user has been enrolled in Azure MFA, but has not registered. They receive a prompt to register the next time they sign in.
Web browser apps require login in this case.
References:
https://docs.microsoft.com/en-us/azure/active-directory/authentication/howto-mfa-userstates
NEW QUESTION: 4
The mean of a Poisson distribution is 2.94. Its variance is:
A. 8.64
B. Not enough information is given
C. 74.7
D. 1.71
E. 1.31
Answer: A
Explanation:
The correct answer is C because the mean of Poisson distribution is 2.94, hence the variance would be 8.64 U = variance = 2