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NEW QUESTION: 1
You have a project in Azure DevOps named Contoso App that contains pipelines in Azure Pipelines for GitHub repositories. You need to ensure that developers receive Microsoft Teams notifications when there are failures in a pipeline of Contoso App. What should you run in Teams? To answer, select the appropriate options in the answer area. NOTE: Each correct selection is worth one point.
Answer:
Explanation:
Explanation
Box 1: subscribe
To start monitoring all pipelines in a project, use the following command inside a channel:
@azure pipelines subscribe [project url]
Box 2: https://dev.azure.com/contoso/contoso-app/
Subscribe to a pipeline or all pipelines in a project to receive notifications:
@azure pipelines subscribe [pipeline url/ project url]
NEW QUESTION: 2
You are modifying a website. The body of the page will be divided into two sections: - A content section will contain blog posts and comments. - An area on the right-hand side will contain advertisements. The page is defined by the following HTML.
The site must conform to HTML5 standards and must use HTML5 semantic tags. You need to ensure that the advertisements are on the rightmost section of the page. Which tag should you use?
A. <aside>
B. <article>
C. <div>
D. <footer>
Answer: A
NEW QUESTION: 3
Which two statements are true about security initialization when configuring Optim?
(Choose two.)
A. Functional Securitydefaults to "enabled".
B. Security may be initialized at a later date.
C. Security initialization must occur as part of the first workstation's configuration.
D. Functional Security defaults to "disabled".
E. By default, the Access Control Domain allows access to all Optim functions.
Answer: B,D
NEW QUESTION: 4
The covariance of the market's returns with the stock's returns is .008. The standard deviation of the market's returns is .1 and the standard deviation of the stock's returns is .2. What is the correlation coefficient between the stock and market returns?
A. .4
B. .91
C. 1.0
D. 1.25
Answer: A
Explanation:
Explanation/Reference:
Explanation:
Covariance = (standard deviation 1)(standard deviation 2)(correlation coefficient 1,2) Correlation coefficient
= cov/(st'd1)(st'd2) = .008/(.1)(.2) = .4
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