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NEW QUESTION: 1
Which two options can be used for server pool qualifications? ( Choose two)
A. Firmware version
B. Memory speed
C. RAID controller
D. CPU stepping
E. Chassis model
Answer: B,D

NEW QUESTION: 2
An entity purchases US $150,000 of inputs from other entities and incurs US $500,000 of labor costs in manufacturing its products. It also incurs US $100,000 of interest expense. The entity sells all of its output for US $2.5 million. Rather than paying income tax, the entity must pay a 25% value-added tax. How much tax will be due for this year's activities?
A. US $625,000
B. US $462,500
C. US $587,500
D. US $437,500
Answer: C
Explanation:
The value added is the difference between the value of the output and the value of the purchased inputs. Value-added tax payable equals the value-added tax rate times value added, or US $587,500 [($2,500,000 $150,000) x .25].

NEW QUESTION: 3
Refer to the exhibit.

This diagram depicts the design of a small network that will run EIGRP on R1 and R2, and EIGRP Stub on R3. In which two ways will this network be impacted if there is link instability between R1 and R2? (Choose two.)
A. R2 will have routes in its routing table that originate from R1 and R3.
B. R3 will have routes in its routing table that originate from R1 and R2.
C. R3 will not be transit for traffic between R1 and R2.
D. R1 will have routes in its routing table that originate from R2 and R3.
E. R3 will be transit for traffic between R1 and R2.
Answer: B,C

NEW QUESTION: 4
An analyst who manages an equity portfolio forecasts a portfolio return of 10% and estimates a standard deviation of annual return of 18%. What is the probability that portfolio return will be between
1 0% and 20%?
A. 19.67%.
B. 21.2%.
C. 18.7%.
Answer: B
Explanation:
The probability is 21.2% that portfolio return will be between 10% and 20%:
Z = (X - X-bar)/oX = 10%: Z = (10% - 10%) /18% = 0. X = 20%: Z = (20% - 10%) /18% = 0556. A Z-value of 0 gives us 0.5 on the table. A Z-value of 0.56 gives us 0.7123 on the table. The solution is 0.7123? 0.50
= 0.212 = 21.2%.