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NEW QUESTION: 1
The AIMR-PPS recommend that both ________ and ________ risks be presented in conjunction with composite returns.
A. external; internal
B. unsystematic; systematic
C. total; market
D. absolute; unsystematic
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Total risk relates to the variability of actual (absolute) returns not relative to the market. Market (systematic) risk relates to the volatility of returns relative to the market or some other benchmark.

NEW QUESTION: 2

A. Option D
B. Option B
C. Option A
D. Option C
Answer: A

NEW QUESTION: 3
You have a computer that runs Windows 7.
A user reports that he is unable to access network resources. You run Ipconfig.exe as shown in the IPConfig exhibit. (Click the Exhibit button.)

You open Device Manager as shown in the Device Manager exhibit. (Click the Exhibit button.)

You need to ensure that the user can connect to the network.
What should you do?
A. From Device Manager, enable the network adapter.
B. At a command prompt, run Netsh ip set address "local area connection" dhcp.
C. At a command prompt, run Ipconfig /renew.
D. From Device Manager, update the driver for the network adapter.
Answer: A
Explanation:
Explanation/Reference:
Explanation:
IP Configuration should look something like this, if network adapter is enabled.

The icon displayed in Device Manager indicates that network adapter is disabled.
Therefore, enable the network adapter.

NEW QUESTION: 4
During the past few years, Wilder Company has experienced the following average number of power outages:

Each power outage results in out-of-pocket costs of US $800. For US $1.000 per month, Wilder can lease a generator to provide power during outages. If Wilder leases a generator in the coming year, the estimated savings (or additional expense) for the year will be:
A. US $(1,267)
B. US$7,200
C. US $(15,200)
D. US$3,200
Answer: D
Explanation:
Each outage costs US $800, but this expense can be avoided by paying US $1,000 per month (US $12,000 for the year). The expected-value approach uses the probability distribution derived from past experience to determine the average expected outages per month.