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NEW QUESTION: 1
Identify the two correct statements related to variance in the context of sales quota.
A. Variance can be spread, meaning that it gets added to the child territories.
B. Variance is the difference in parent and child quota.
C. Variance is the difference between the adjusted quota amount for the parent territory and the rolled up total amount from the child territory quotas.
D. Variance is the difference in quota among the child quotas.
E. Variance is the difference between the predicted sales quota and actual sales quota.
Answer: C
Explanation:
The variance is the difference between the adjusted quota amount for the parent territory and the rolled up total amount from the child territory quotas. The variance can be spread, meaning it gets added to the child territories.
Reference; Oracle Fusion Applications Sales Guide, 11g, What's a variance?

NEW QUESTION: 2
In preparation for the deployment of your company's private cloud, you have delegated the task of populating the catalog which will be used to deploy your Org vDCs. Which two objects will you put into the catalog? (Choose two.)
A. Media
B. VMs
C. Virtual Appliances
D. vApp Templates
Answer: A,D
Explanation:
http://blogs.vmware.com/vsphere/2011/11/linked-clones-part-1-fast-provisioning-invcloud-director-15.html

NEW QUESTION: 3
What are three techniques to mark DSCP values on an SRX Series device? (Choose three.)
A. VLAN rewrite
B. IDP attack action-based DSCP rewriters
C. 802.11Q
D. Layer 7 application-based DSCP rewriters.
E. ALG-based DSCP rewriters
Answer: B,D,E

NEW QUESTION: 4
PERT (Program Evaluation Review Technique)를 사용할 때 낙관적 시간 (a), 비관적 시간 (b) 및 가장 가능성 있는 시간 (m)이 주어 졌을 때 예상되는 활동 시간은 다음 중 어느 공식에 의해 계산됩니까?
A. (a + 4m + b) / 6
B. (b-a) + 2
C. (a + b) + 2
D. (4abm) / 6
Answer: A
Explanation:
PERT was developed to aid managers in controlling large, complex projects. PERT analysis includes probabilistic estimates of activity completion times. Three time estimates are made Optimistic, most likely, and pessimistic. The time estimates for an activity are assumed to approximate a beta probability distribution. PERT approximates the mean of the beta distribution by dividing the sum of the optimistic time, the pessimistic time, and four times the most likely time by six.

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