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NEW QUESTION: 1
A student's grade in a course is determined by her score on two exams. The probability that she passes the first exam is 0.85, the probability that she passes the second exam is 0.80, and the probability that she passes both exams is 0.78. What is the probability that she passes at least one of the exams?
A. 0.83
B. 0.87
C. 0.05
Answer: B
Explanation:
Let A denote the event she passes the first exam and B denote the event she passes the second exam, then P(A or B) = P(A) + P(B) - P(A and B) = 0.85 + 0.80 - 0.78 = 0.87.

NEW QUESTION: 2
Confidentiality classification schemas might include two or more of the five confidentiality classification levels. Three correct classifications levels are:
A. Consistency
B. System development
C. Internal use only
D. Confidential
E. None of the above
F. Restricted confidential
Answer: A,D,F

NEW QUESTION: 3
Das Portfolio-Management-Büro möchte die Kosten senken, indem einige laufende Projekte ausgesetzt werden, die die Organisationsstrategie nicht direkt unterstützen. Der Projektmanager hat zu viele Ressourcen in eines der Projekte investiert, um ausgesetzt zu werden, aber das Portfolio-Management-Büro hat seinen Plan nicht zurückgenommen.
Was sollte der Projektmanager tun, um das Projekt fortzusetzen?
A. Demonstrieren Sie die Projektausrichtung an der Organisationsstrategie.
B. Eskalieren Sie das Problem mit dem Projektsponsor, um Unterstützung anzufordern.
C. Aktualisieren Sie die Projektcharta, um sie an die Organisationsstrategie anzupassen.
D. Treffen Sie sich mit dem Projektteam und überarbeiten Sie die Projektziele.
Answer: C