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NEW QUESTION: 1
You are implementing Project Portfolio Management (PPM) for a professional services firm. The firm rents multiple buildings for its operations. At the end of each month, they review the rent expense for the month and want to allocate the rental cost to all the projects and tasks that are executed by associates in each of the buildings. The source amounts must be proportionally allocated to the tasks based on the raw costs of the tasks from the previous month.Considering that all these costs are in General Ledger, what three allocation setups should you complete in PPM? (Choose three
A. Define allocation basis by using Actual Amounts with a project-to-date amount class.
B. Allocate rental costs once each accounting period by using the"full" allocation method.
C. Allocate to all eligible tasks and prorate the allocation by thetotal actual raw costaccrued for each task during theprevious accounting period
D. Define allocation basis by using Actual Amounts with aperiod-to-date amount class.
E. Allocate rental costs once each accounting period by using the "spread evenly" allocation method.
Answer: B,C,D

NEW QUESTION: 2
Which of the following printer types uses a powder based consumable with a lower cost per page compared to other printers?
A. Inkjet
B. Dot matrix
C. Thermal
D. Laser
Answer: D

NEW QUESTION: 3
Während der Projektdurchführung überprüft der Projektmanager die identifizierten Leistungsindikatoren (KPis) und stellt fest, dass das Projekt innerhalb des Budgets und im Zeitplan liegt. Zu welchem ​​Prozess gehört diese Aktivität?
A. Überprüfen Sie die Projektleistung
B. Führen Sie eine integrierte Änderungskontrolle durch
C. Projektarbeit überwachen und steuern
D. Überprüfen Sie die Scope Baseline
Answer: A

NEW QUESTION: 4
시계열에서 계절 변동의 영향을 제거하려면 원본 데이터는 다음과 같아야 합니다.
A. 계절적 요인으로 나누어집니다.
B. 계절적 요인에 의해 줄어든다.
C. 계절적 요인으로 곱한 값.
D. 계절적 요인에 의해 증가합니다.
Answer: A
Explanation:
Seasonal variations are common in many businesses. To remove the effect of seasonal variation from a time series, the original data with the four trends) is divided by the
seasonal norm.

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