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NEW QUESTION: 1
Which of the following refers to a network that spans several buildings that are within walking distance of each other?
A. CAN
B. MAN
C. WAN
D. PAN
Answer: A
Explanation:
CAN stands for Campus Area Network or Corporate Area Network. Universities or colleges often implement CANs to link the buildings in a network. The range of CAN is 1KM to 5KM. If multiple buildings have the same domain and they are connected with a network, then it will be considered as a CAN.
NEW QUESTION: 2
After creating a compensation plan and eligibility profiles, you are currently modeling the budget allocation.
The HR manager informs you that one employee under Supervisor 1 has been seconded to a different country on a temporary basis with no changes to his employment terms and that this employee must be removed from the budgeting exercise.
What is the correct way of achieving this? (Choose the best answer.)
A. Advise Supervisor 1 not to allocate any compensation for the employee. In the meanwhile, manually adjust the budget allocated to Supervisor 1 to exclude the employee's amount.
B. Modify the eligibility profile by using a formula to exclude the employee from appearing under Supervisor 1. After the compensation cycle is completed, revert the eligibility profile to its original from, if needed.
C. Use the Include check box next to the employee's name in the Budget worksheet to exclude the employee from the cycle.
D. Use the Edit button in the Employee's included area while creating a model to exclude the employee.
Answer: A
NEW QUESTION: 3
In an economic order quantity (EOQ) model, both the costs per order and the holding costs are estimates. If those estimates are varied to determine how much the changes affect the optimal EOQ, such an analysis would be called a:
A. Decision analysis.
B. Forecasting model.
C. Critical path method analysis.
D. Sensitivity analysis.
Answer: D
Explanation:
An economic order quantity (EOQ) sensitivity analysis involves varying the holding (carrying) costs per unit and/or the order costs to determine how much the changes affect the optimal EOQ.
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