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NEW QUESTION: 1
A. OC4 shape that has 2 OCPUs and 15 GB RAM
B. OC5 shape that has 4 OCPUs and 30 GB RAM
C. OC6 shape that has 6 OCPUs and 60 GB RAM
D. OC3 shape that has 1 OCPUs and 7 GB RAM
Answer: A
NEW QUESTION: 2
Universal Containers (UC) is launching a Partner Community. Users will receive a welcome email with a link to login to the new Community. UC wants the link to last longer than seven days. How can a Community Cloud consultant change the validity period of the link to meet this requirement?
Select one or more of the following:
A. Change the link validity period setting on the Community settings page
B. Edit the setting in the welcome email template
C. Configure Outlook Exchange server settings
D. Create a custom login flow that modifies the setting
Answer: A
NEW QUESTION: 3
Ein Netzwerktechniker konfiguriert die ACL einer Firewall so, dass ausgehender Datenverkehr für mehrere beliebte Dienste wie E-Mail- und Webbrowsing zugelassen wird. Nach der Bereitstellung der Firewall können Benutzer ihre E-Mails jedoch immer noch nicht abrufen. Mit welcher der folgenden Methoden könnte das Problem am BESTEN gelöst werden?
A. Ermöglicht der Firewall, eingehenden Datenverkehr zu den Ports 25, 67, 179 und 3389 zu akzeptieren
B. Stellen Sie die Firewall so ein, dass sie im transparenten Modus arbeitet
C. Ermöglicht der Firewall, eingehenden Datenverkehr zu den Ports 80, 110, 143 und 443 zu akzeptieren
D. Ermöglicht der Firewall, eingehenden Datenverkehr zu den Ports 21, 53, 69 und 123 zu akzeptieren
Answer: C
NEW QUESTION: 4
You are examining a portfolio composed of 33% money-market investments, 9.5% bonds, and 57.5% stocks. Last year, the return on the money-market investments was 4%; the return on bonds was 9%, and the return on stocks was -11%. What is the contribution of stocks toward the portfolio weighted average return?
A. -11.00%.
B. -6.325%.
C. -57.50%.
D. -4.15%.
Answer: B
Explanation:
Explanation/Reference:
Explanation:
The portfolio weighted-average mean return is equal to the sum (as i goes from 1 to n) of w_i * X_i, where w_i is the percentage weight in the portfolio of the ith asset, and X_i is the investment return of the ith asset. The contribution of any asset will equal its weight in the portfolio times its return. Here, we get 0.575
* -0.11 = -6.325%.