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NEW QUESTION: 1
管理されたソフトウェアとドキュメントのすべてのマスターコピーはどこに保存する必要がありますか？
A. 確定容量ライブラリー
B. 決定的なセキュリティライブラリ
C. 決定的なメディアライブラリ
D. 最終的なプロダクションライブラリ
Answer: C
NEW QUESTION: 2
Sie haben ein Azure-Abonnement mit dem Namen Abonnement1. Abonnement1 enthält zwei virtuelle Azure-Maschinen mit den Namen VM1 und VM2. VM1 und VM2 führen Windows Server 2016 aus.
VM1 wird täglich von Azure Backup ohne Verwendung des Azure Backup-Agenten gesichert.
VM1 ist von Ransomware betroffen, die Daten verschlüsselt.
Sie müssen die neueste Sicherung von VM1 wiederherstellen.
An welchem Speicherort können Sie die Sicherung wiederherstellen? Wählen Sie zum Beantworten die entsprechenden Optionen im Antwortbereich aus.
HINWEIS: Jede richtige Auswahl ist einen Punkt wert.
Answer:
Explanation:
Explanation:
Box 1: VM1 only
To restore files or folders from the recovery point, go to the virtual machine and choose the desired recovery point.
Box 2: A new Azure virtual machine only
On the Restore configuration blade, you have two choices:
* Create virtual machine
* Restore disks
References:
https://docs.microsoft.com/en-us/azure/backup/backup-azure-restore-files-from-vm
https://docs.microsoft.com/en-us/azure/backup/backup-azure-arm-restore-vms
NEW QUESTION: 3
In the diagram above, ABC and DEC are right triangles, the length of side BC is 15 units, and the
measure of angle A is 60 degrees. If angle A is congruent to angle EDC, what is the length of side DC?
A. Option B
B. Option A
C. Option D
D. Option C
E. Option E
Answer: A
Explanation:
Explanation/Reference:
Since triangle DEC is a right triangle, triangle AED is also a right triangle, with a right angle at AED. There
are 180 degrees in a triangle, so the measure of angle ADE is 180 (60 + 90) = 30 degrees. Angle A and
angle EDC are congruent, so angle EDC is also 60 degrees. Since there are 180 degrees in a line, angle
BDC must be 90 degrees, making triangle BDC a right triangle. Triangle ABC is a right triangle with angle
A measuring 60 degrees, which means that angle B must be 30 degrees, and BDC must be a 30-60- 90
right triangle. The leg opposite the 30-degree angle in a 30-60-90 right triangle is half the length of the
hypotenuse. Therefore, the length of DC is15/2units.