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NEW QUESTION: 1
A system worth $100,000 has an exposure factor of eight percent and an ARO of four. Which of the following figures is the system's SLE?
A. $2,000
B. $32,000
C. $12,000
D. $8,000
Answer: D
Explanation:
Explanation
Single Loss Expectancy (SLE) is mathematically expressed as: Asset value (AV) x Exposure Factor (EF) SLE = AV x EF = $100 000 x 8% = $ 8 000 References:
http://www.financeformulas.net/Return_on_Investment.html
https://en.wikipedia.org/wiki/Risk_assessment
NEW QUESTION: 2
Identify two of the tables where an employee's default compensation frequency can be set?
(Choose two.)
A. Position Table
B. Installation Table
C. Salary Plan Table
D. Job Code Table
Answer: B,D
NEW QUESTION: 3
What is a true statement in regards to converting a tabular, summary, ormatrix report to a joined report?
(Choose 3)
A. Cross filter are not supported in joined reports
B. The rows to display filter is not supported in joined reports
C. Report formula fields are not supported in joined reports
D. Joined report blocks are formatted as matrix reports
E. Bucket field are not supported in joined reports
Answer: A,B,E
NEW QUESTION: 4
아래의 데이터는 두 개의 다른 머신 센터와 두 개의 제품에서 수집되었습니다.
다음 중이 문제에 대한 선형 프로그래밍 공식의 일부는 무엇입니까?
A. 대상 : 2.5A + 4B60.
B. 최대화 : 기여 4A + 5B.
C. 대상 : 4A + 5B130.
D. 대상 : A 0.
Answer: A
Explanation:
The linear programming solution is subject to constraints on the availability of machine
hours in both centers. For example, products A and B require 2.5 and 4 hours per unit,
respectively, in Machine Center 1, but only 60 hours are available. Hence, the optimal
production of A and B to the following constraint:
2.5A+4B60