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NEW QUESTION: 1
Ihr Netzwerk enthält eine Active Directory-Domäne mit dem Namen contoso.com. Die Domäne enthält zwei Server mit den Namen Server1 und Server2, auf denen Windows Server 2016 ausgeführt wird.
Auf Server1 ist IP-Adressverwaltung (IPAM) installiert. Auf Server2 ist Microsoft System Center 2016 Virtual Machine Manager (VMM) installiert.
Sie müssen IPAM und VMM integrieren.
Welche Arten von Objekten sollten Sie auf jedem Server erstellen? Ziehen Sie zum Beantworten die entsprechenden Objekttypen auf die richtigen Server. Jeder Objekttyp kann einmal, mehrmals oder gar nicht verwendet werden. Möglicherweise müssen Sie die geteilte Leiste zwischen den Fenstern ziehen oder einen Bildlauf durchführen, um den Inhalt anzuzeigen.

Answer:
Explanation:

Explanation

Server 1 (IPAM): Access Policy
VMM must be granted permission to view and modify IP address space in IPAM, and to perform remote management of the IPAM server. VMM uses a "Run As" account to provide these permissions to the IPAM network service plugin. The "Run As" account must be configured with appropriate permission on the IPAM server.
To assign permissions to the VMM user account
In the IPAM server console, in the upper navigation pane, click ACCESS CONTROL, right-click Access Policies in the lower navigation pane, and then click Add AccessPolicy.
Etc.
Server 2 (VMM) #1: Network Service
Server 2 (VMM) #2: Run As Account
Perform the following procedure using the System Center VMM console.
To configure VMM (see step 1-3, step 6-7)

Etc.
References: https://technet.microsoft.com/en-us/library/dn783349(v=ws.11).aspx

NEW QUESTION: 2
You are creating a collaborative image hosting platform as an ASP.NET MVC web application. Users add, update, and modify images on the platform. Images are stored in Azure Blob storage.
More than one user at a time must be able to modify the same image.
You need to implement optimistic concurrency for uploading images.
Which four actions should you perform in sequence? To answer, move the appropriate actions from the list of actions to the answer area and arrange them in the correct order.

Answer:
Explanation:

NEW QUESTION: 3
A seven-digit combination lock on a safe has zero exactly three times, does not have the digit 1 at all.
What is the probability that exactly 3 of its digits are odd?
A. 1/3
B. 1/6
C. 1/2
D. 9/16
E. 1/4
Answer: E
Explanation:
Explanation/Reference:
Explanation:
Since three digits are zero, only 4 digits are left for consideration (of which, none is zero). Since 1 does not appear in the numbers, there are 4 even numbers (without 0), and 4 odd numbers (without 1) to choose from. The probability for every digit to be odd is 1/2. There are 4 different ways to arrange 3 odd numbers and one even number in 4 places. Each of these ways has a probability of (1/2 )4. And together:
4×(1/2 )4 = 4 × 1/16=4/16

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