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NEW QUESTION: 1
What are key activities of the Prepare phase of the SAP Activate methodology? Note: There are 3 correct Answers to this question.
A. Data migration
B. Starter system provisioning
C. Project setup
D. Customer self-enablement
E. User training
Answer: B,C,D

NEW QUESTION: 2
Refer to the exhibit.

Which two corrective actions could you take if EIGRP routes from R2 fail to reach R1? (Choose two.)
A. Add the interface on R1 that is connected to R2 into a VRF.
B. Configure R2 to use a VRF to send routes to R1.
C. Correct the network statement on R2.
D. Configure the autonomous system in the EIGRP configuration of R1.
Answer: A,D
Explanation:
In this question we are running VRF Lite on R1. VRF Lite is also knows as "VRF without running MPLS". This is an example of how to configure VRF Lite with EIGRP:
ip vrf FIRST rd 1:1 ! ip vrf SECOND
rd 1:2
!
router eigrp 1
no auto-summary
!
address-family ipv4 vrf FIRST
network 10.1.1.1 0.0.0.0
no auto-summary
autonomous-system 200
exit-address-family
!
address-family ipv4 vrf SECOND
network 10.1.2.1 0.0.0.0
no auto-summary
autonomous-system 100
exit-address-family
!
interface FastEthernet0/0
ip vrf forwarding FIRST
ip address 10.1.1.1 255.255.255.0
!
interface FastEthernet0/1
ip vrf forwarding SECOND
ip address 10.1.2.1 255.255.255.0
The above example creates two VRFs (named "FIRST" and "SECOND"). VRF "FIRST"
runs on EIGRP AS 200 while VRF "SECOND" runs on EIGRP AS 100. After that we have
to add interfaces to the appropriate VRFs. From this example, back to our question we can
see that R1 is missing the "autonomous-system ..." command under "address-family ipv4
vrf R2. And R1 needs an interface configured under that VRF.
Note. R2 does not run VRF at all! Usually R2 resides on customer side.

NEW QUESTION: 3
Which of the following statements are true in relation to Monte Carlo based VaR calculations:
I. Monte Carlo VaR relies upon a full revalution of the portfolio for each simulation II. Monte Carlo VaR relies upon the delta or delta-gamma approximation for valuation III. Monte Carlo VaR can capture a wide range of distributional assumptions for asset returns IV. Monte Carlo VaR is less compute intensive than Historical VaR
A. II and IV
B. I and III
C. I, III and IV
D. All of the above
Answer: B
Explanation:
Explanation
Monte Carlo VaR computations generally include the following steps:
1. Generate multivariate normal random numbers, based upon the correlation matrix of the risk factors
2. Based upon these correlated random numbers, calculate the new level of the risk factor (eg, an index value, or interest rate)
3. Use the new level of the risk factor to revalue each of the underlying assets, and calculate the difference from the initial valuation of the portfolio. This is the portfolio P&L.
4. Use the portfolio P&L to estimate the desired percentile (eg, 99th percentile) to get and estimate of the VaR.
Monte Carlo based VaR calculations rely upon full portfolio revaluations, as opposed to delta/delta-gamma approximations. As a result, they are also computationally more intensive. Because they are not limited by the range of instruments and the properties they can cover, they can capture a wide range of distributional assumptions for asset returns. They also tend to provide more robust estimates for the tail, including portions of the tail that lie beyond the VaR cutoff.
Therefore I and III are true, and the other two are not.

NEW QUESTION: 4
A successful attack on a virtual server within a public cloud will negatively impact multiple cloud consumers, as long as none of the cloud consumers share the same trust boundary that encompasses the underlying physical server.
A. True
B. False
Answer: B