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NEW QUESTION: 1
You can create a CloudWatch alarm that watches a single metric. The alarm performs one or more actions based on the value of the metric relative to a threshold over a number of time periods. Which of the following states is possible for the CloudWatch alarm?
A. ALERT
B. OK
C. ERROR
D. THRESHOLD
Answer: B
Explanation:
Explanation/Reference:
Explanation:
You can create a CloudWatch alarm that watches a single metric. The alarm performs one or more actions based on the value of the metric relative to a threshold over a number of time periods. The action can be an Amazon EC2 action, an Auto Scaling action, or a notification sent to an Amazon SNS topic.
An alarm has three possible states:
OK--The metric is within the defined threshold
ALARM--The metric is outside of the defined threshold
INSUFFICIENT_DATA--The alarm has just started, the metric is not available, or not enough data is available for the metric to determine the alarm state Reference:
http://docs.aws.amazon.com/AmazonCloudWatch/latest/DeveloperGuide/AlarmThatSendsEmail.html

NEW QUESTION: 2
United States healthcare providers are concerned about a possible pandemic of avian flu because
A. there is no vaccine currently available.
B. all of the above.
C. it is caused by a group of viruses that mutate very easily.
D. the causative virus is being spread around the world by migratory birds.
Answer: B

NEW QUESTION: 3
Factor Analytics Capital Management makes portfolio recommendations using various factor models.
Mauricio Rodriguez, a Factor Analytics research analyst, is examining the prospects of two portfolios, the FACM Century Fund (CF) and the FACM Esquire Fund (EF).
The variance of returns are identical for the two funds. The estimates in Exhibit 1 were derived for CF and EF using monthly data for the past five years.

Supervisor Barbara Woodson asks Rodriguez to use the Capita! Asset Pricing Model (CAPM) and a multifactor model (APT) to make a decision to continue or discontinue the EF fund. The two factors in the multifactor model are not identified. To help with the decision, Woodson provides Rodriguez with the capital market forecasts in Exhibit 2.

After examining the prospects for the EF portfolio, Rodriguez derives the forecasts in Exhibit 3.

Rodriguez also develops a 2-factor macroeconomic factor model for the EF portfolio. The two factors used in the model are the surprise in GDP growth and the surprise in Investor Sentiment. The equation for the macro factor model is:

During an investment committee meeting, Woodson makes the following statements related to the 2-factor macroeconomic factor model.
Statement 1: An investment combination in CF and EF that provides a GDP growth factor beta equal to one and an Investor Sentiment factor beta equal to zero will have lower active factor risk than a tracking portfolio consisting of CF and EF.
Statement 2: When markets are in equilibrium, no combination of CF and EF will produce an arbitrage opportunity In their final meeting, Rodriguez informs Woodson that the CF portfolio consistently outperformed its benchmark over the past five years. Rodriguez makes the following comments to Woodson: "The consistency with which CF outperformed its benchmark is amazing. The difference between the CF monthly return and its benchmark return was nearly always positive and varied little over time." Using data provided in Exhibit 2, the intercept and slope of the Security Market Line (SML) are closest to:
Intercept ;Slope
A. 0.03 ;0.04
B. 0.04 ;0.08
C. 0.03 ;0.08
Answer: B
Explanation:
Explanation/Reference:
Explanation:
The SML is the graph of the CAPM: