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NEW QUESTION: 1
Sie haben ein Azure-Abonnement.
Sie aktivieren Enterprise Mobility + Security E5-Lizenzen für alle Benutzer.
Sie müssen die Benutzer um Genehmigung bitten, bevor sie virtuelle Maschinen erstellen können.
Was sollten Sie zuerst konfigurieren?
A. Privilegierte Identitätsverwaltung für Azure Active Directory (Azure AD) für die Azure-Ressourcenrollen
B. Richtlinien für den bedingten Zugriff auf Azure Active Directory (Azure AD)
C. Azure Active Directory-Authentifizierungsmethoden (Azure AD)
D. Privilegierte Identitätsverwaltung für Azure Active Directory (Azure AD) für die Azure AD-Verzeichnisrollen
Answer: A
Explanation:
Explanation
https://docs.microsoft.com/en-us/azure/active-directory/privileged-identity-management/pim-resource-roles-assign-roles

NEW QUESTION: 2
Which of the following selections is NOT found in the case file
A. Signature analysis results
B. External viewers
C. Search results
D. Pointers to evidence files
Answer: B

NEW QUESTION: 3
A fundamental analyst is examining the perpetual preferred stock of a large telecom company. The preferred stock is expected to pay a quarterly dividend of $0.55, and the required rate of return is 11.75% per year. At what price would this preferred stock be fairly valued?
A. The answer cannot be calculated from the information provided.
B. $16.44
C. $18.72
D. None of these answers is correct.
E. $21.14
F. $18.20
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Assuming that the quarterly dividend is to remain unchanged forever allows us to use the standard perpetuity model, which is illustrated as follows:
Value of preferred stock = {Annual dividend / required rate of return}
In this example, we are given the quarterly dividend, which must be multiplied be annualized in order to be imputed into the perpetuity valuation equation.
So said, a quarterly dividend of $0.55 translates into a yearly dividend of $2.20. Incorporating this yearly dividend into the perpetuity valuation model will result in the following:
Value of preferred stock = {$2.20 / 0.1175} = $18.72