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NEW QUESTION: 1
DRAG DROP
Drag each HPE Proliant rack server profile on the left to the matching description on the right. (Choose all that apply.)
Select and Place:
Answer:
Explanation:
NEW QUESTION: 2
최대 허용 다운 타임 (MTD)은 무엇을 결정합니까?
A. 비즈니스가 중단되지 않고 예상할수 없는 예상 기간
B. 고객에게 영향을 미치기 전에 비즈니스 크리티컬 데이터베이스가 다운될수 있는 예상 시간.
C. 중복 시스템이 사용되기 전에 DR 프로세스에서 고정된 시간
D. 회사가 재해 복구 (DR) 계획없이 재해를 견딜수 있는 고정 된 시간
Answer: A
NEW QUESTION: 3
A. Option C
B. Option D
C. Option F
D. Option A
E. Option B
F. Option E
Answer: D,F
Explanation:
Physical addresses or MAC addresses are used to identify devices at layer 2.
MAC addresses are only used to communicate on the same network. To communicate on different
network we have to use Layer 3 addresses (IP addresses) -> B is not correct.
Layer 2 frame and Layer 3 packet can be recognized via headers. Layer 3 packet also contains
physical address ->
On Ethernet, each frame has the same priority to transmit by default ->
All devices need a physical address to identify itself. If not, they can not communicate ->
NEW QUESTION: 4
A company used simple regression analysis to analyze maintenance costs against machine hours (MH) for a 26-week period when the plant was in full operation. The regression yielded the following estimated cost function:
Maintenance Cost = $60 + $0.25/MH
The regression analysis also generated a coefficient of determination (R2), or goodness of fit, of 0.85. Which of the following statements regarding this regression analysis is appropriate?
A. The coefficient of determination of R2 = 0.85 indicates that the goodness of fit is poor because the value is close to the maximum value of one.
B. The $60 component represents the best estimate of fixed maintenance costs for the company in a shutdown situation.
C. This regression can be used to determine the maintenance cost for any period at any activity level by substituting the machine hours in the equation.
D. The $0.25 component is the slope coefficient of the cost estimate and represents the average variable maintenance cost per machine hour.
Answer: D