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NEW QUESTION: 1
ContosoAppという名前のASP.NET Coreアプリケーションを実行するDockerイメージを作成する予定です。 setupScript.ps1という名前のセットアップスクリプトと、ContosoApp.dllを含む一連のアプリケーションファイルがあります。
次の要件を満たすDockerfileドキュメントを作成する必要があります。
*コンテナが構築されたら、setupScript.ps1を呼び出します。
*コンテナの起動時にContosoApp.dllを実行します。
Dockerfileドキュメントは、ContosoApp.dllおよびsetupScript.ps1が保存されているフォルダーと同じフォルダーに作成する必要があります。
ソリューションを開発するには、どの4つのコマンドを使用する必要がありますか？回答するには、適切なコマンドをコマンドのリストから回答エリアに移動し、正しい順序に並べます。

Answer:
Explanation:

Explanation

NEW QUESTION: 2
Nam has created an Application Page control with other controls within it and has placed it on his XPage. However, when he loads his XPage in a browser on his desktop for testing, he doesn't see the control.
What is one possible reason for this?
A. He did not specify a value for the selectedPageName property of the Application Page control.
B. He needs to add the viewAsMobilemeta tag to the XPage.
C. He did not place the Application Page control within a Single Page Application control.
D. The Application Page control is a mobile control, which will only display in browsers on mobile platforms.
Answer: A

NEW QUESTION: 3
You are developing a Windows Communication Foundation (WCF) service.
The service operation takes a customer number as the only argument and returns information about the customer.
The service requires a security token in the header of the message.
You need to create a message contract for the service.
Which code segment should you use?
A. [ServiceContract]
public interface IService
{ [OperationContract]
CustomerInformation GetCustomerInformation(Header header,
int customerNumber);
} [MessageContract] public class CustomerInformation { } [MessageContract] public class
Header { [MessageHeader] public string SecurityTag; }
B. [ServiceContract]
public interface IService
{
[OperationContract]
CustomerInformation GetCustomerInformation(Header header,
int customerNumber);
}
[DataContract]
public class CustomerInformation
{
.......
}
[MessageContract]
public class Header { [MessageHeader] public string SecurityTag;
}
C. [ServiceContract]
public interface IService
{
[OperationContract]
CustomerInformation GetCustomerInformation(
CustomerNumber request);
}
[MessageContract]
public class CustomerInformation
{
......
}
[MessageContract] public class CustomerNumber
{
[MessageHeader]
public string SecurityTag;
[MessageBodyMember]
public int CustomerNumberElement;
}
D. [ServiceContract]
public interface IService {
[OperationContract]
CustomerInformation GetCustomerInformation( CustomerNumber request);
}
[DataContract]
public class CustomerInformation { } [MessageContract] public class CustomerNumber {
[MessageHeader]
public string SecurityTag; [MessageBodyMember] public int CustomerNumberElement; }
Answer: C

NEW QUESTION: 4
A portfolio's 1-day VaR at the 99% confidence level is $250m. What is the annual volatility of the portfolio?
(assuming 250 days in the year)
A. $3,952.8m
B. $2,410.3m
C. $107.5m
D. $1,699.4m
Answer: D
Explanation:
Explanation
This is easy to calculate as follows: At the 99% confidence level, the VaR=2.326 * Std Deviation (remember the z values at the 95% and 99% levels, the PRMIA exam may not give you these values). Thus the 1-day standard deviation is $250m/2.326, and the 250-day standard deviation is 250 * ($250m/2.326) = $1,699.4m.
Remember: if you know the VaR, you know the standard deviation. Once you know the standard deviation for any period of time, you can convert it into standard deviation for another period using the square root of time rule. You can also calculate the VaR at a different confidence level too.