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NEW QUESTION: 1
You are an administrator with an application running on OCI. The company has a fleet of OCI compute
virtual instances behind an OCI Load Balancer. The OCI Load Balancer Backend Set health check API is
providing a 'Critical' level warning. You have confirmed that your application is running healthy on the
backend servers.
What is the possible reason for this 'Critical' warning?
A. The Backend Server VCN's Security List does not include the IP range for the source of the health
check requests.
B. OCI Load Balancer Listener is not configured correctly.
C. The Backend Server VCN's Route Table does not include the route for OCI LB.
D. A user does not have correct IAM credentials on the Backend Servers.
Answer: A
Explanation:
Explanation/Reference:
Reference: https://docs.cloud.oracle.com/iaas/Content/Balance/Tasks/editinghealthcheck.htm

NEW QUESTION: 2
ソリューションアーキテクトが新しいリレーショナルデータベースを作成しています。コンプライアンスチームはデータベースを使用し、3つの異なるアベイラビリティーゾーンにデータコンテンツを保存することを義務付けます。
アーキテクトが使用する必要があるオプションは次のうちどれですか？
A. Amazon Aurora
B. Amazon DynamoDB
C. Amazon RDS MySQL with Multi-AZ enabled
D. Amazon ElastiCache
Answer: A
Explanation:
Explanation
https://aws.amazon.com/rds/details/multi-az/

NEW QUESTION: 3
Which of the following statements is true:
I. A high market beta implies a high degree of correlation with the market II. Correlation coefficient and covariance between assets have the same sign III. A correlation of zero indicates the absence of a linear relationship between the two assets IV. Unless assets are perfectly correlated, diversification always reduces portfolio risk.
A. I
B. I and II
C. II, III and IV
D. I, II, III and IV
Answer: C
Explanation:
Explanation
A high beta does not necessarily imply a high correlation with the market. The relationship between beta and correlation can be expressed as 103.04.e2103.04.e2, where x is the market portfolio and y is

the asset under consideration.

103.04.e
This means that a high market beta could be due to high volatility of the asset in question, and not because of a high correlation. Therefore statement I is not correct.Statement II is correct as correlation and covariance have the same sign. This is because correlation = covariance/product of standard deviations. Since standard deviation is always positive, correlation and covariance will have the same sign.A correlation of zero indicates the absence of a linear relationship between two variables - therefore statement III is correct.Statement IV is correct as well, because unless correlation is +1, diversification always reduces total portfolio risk.