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NEW QUESTION: 1
Refer to the exhibit.
Exhibit 1.
Exhibit 2.
Assume that Switch-2 is correctly configured for OSPF.
Which additional step must the administrator take to enable Switch-1 to advertise 192.168.2.0/24 to Switch-2?
A. Configure a route to advertise 192.168.2.0/24 on Switch-1.
B. Enable OSPF on VLAN 2.
C. Set a router ID on Switch-1.
D. Add Switch-2's router ID to Switch-1's OSPF neighbor list.
Answer: B
NEW QUESTION: 2
A. Intra-Site Automatic Tunnel Addressing Protocol (ISATAP)
B. Teredo relays
C. NAT64/DNS64
D. AAA (Quad A) resource records
E. Teredo tunnels
Answer: C
Explanation:
Explanation
References: https://msdn.microsoft.com/en-us/library/windows/desktop/aa965905(v=vs.85).aspx
NEW QUESTION: 3
You are the project manager of the GHY Project. This project is scheduled to last for one year and has a BAC of $4,500,000. You are currently 45 percent complete with this project, though you are up posed to be at your second milestone which accounts for half of the project completion. There have been some errors in the project which has caused you to spend $2,073,654. What is this project's schedule variance?
A. 10 percent
B. -$48,654
C. 0.98
D. -$225,000
Answer: D
Explanation:
The schedule variance can be found by subtracting the planned value from the earned value. In this instance, it is $2,025,000 minus $2,250,000. Schedule variance (SV) is a measure of schedule performance on a project. The variance notifies that the schedule is ahead or behind what was planned for this period in time. The schedule variance is calculated based on the following formula: SV = Earned Value (EV) - Planned Value (PV) If the resulting schedule is negative, it indicates that the project is behind schedule. A value greater than 0 shows that the project is ahead of the planned schedule. A value of 0 indicates that the project is right on target. Answer option B is incorrect. This is the cost variance for the project. Answer option A is incorrect. 10 percent is not a valid answer. Answer option D is incorrect. This is not a valid variance for this question; variances are typically negative numbers.