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NEW QUESTION: 1
A replacement controller includes how many new fan modules?
A. 0
B. 1
C. 2
D. 3
Answer: C
NEW QUESTION: 2
Hinweis: Diese Frage ist Teil einer Reihe von Fragen, die dasselbe Szenario darstellen. Jede Frage in der Reihe enthält eine einzigartige Lösung, die die angegebenen Ziele erreichen kann. Einige Fragensätze haben möglicherweise mehr als eine richtige Lösung, während andere möglicherweise keine richtige Lösung haben.
Nachdem Sie eine Frage in diesem Abschnitt beantwortet haben, können Sie NICHT mehr darauf zurückkommen. Infolgedessen werden diese Fragen nicht im Überprüfungsbildschirm angezeigt.
Sie haben einen Azure Active Directory-Mandanten (Azure AD), der einen Benutzer mit dem Namen Benutzer1 enthält.
Ihr Unternehmen kauft ein Microsoft 365-Abonnement.
Sie müssen sicherstellen, dass Benutzer1 die erforderliche Rolle zum Erstellen von Dateirichtlinien und zum Verwalten von Warnungen im Cloud App Security-Verwaltungscenter zugewiesen ist.
Lösung: Im Cloud App Security-Verwaltungscenter weisen Sie Benutzer1 die Administratorrolle für App / Instanz für alle Microsoft Online Services zu.
Erfüllt dies das Ziel?
A. Ja
B. Nein
Answer: B
Explanation:
App/instance admin: Has full or read-only permissions to all of the data in Microsoft Cloud App Security that deals exclusively with the specific app or instance of an app selected.
Reference:
https://docs.microsoft.com/en-us/cloud-app-security/manage-admins
NEW QUESTION: 3
Three cars are starting to drive from three corners of a huge axi-cimetrical triangle towards the middle. Car A can travel at a speed of 110 miles per hour, car B can travel 10% less and car C can travel the average speed of the first two cars. If all cars leave at the same time and it took car A 30 minutes to get to the middle, how long approximately after car C reached the middle, did car B reached it?
A. They reached the middle at the same time.
B. About 5 minutes.
C. About 10 minutes.
D. About 1.5 minutes.
E. About 15 minutes.
Answer: D
Explanation:
Explanation/Reference:
Explanation:
Start with the speeds of the cars:
Car A can travel at 110 mp/h.
Car B can travel at a speed of (110 x 0.9) 99 mp/h.
Car C can travel at a speed of (110 + 99)/2 = 104.5 mp/h.
If it took car A 30 minutes, the length towards the middle of the triangle is 55 miles.
Calculate how long it takes car B and car C travel 55 miles:
Car B It will take her (55/99) hours which is 33 minutes and a third.
Car C It will take her (55/104.5) hours which is approximately 31.6 minutes.
Therefore the differences in the time will be approximately 1.5 minutes.