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Exam Code: 1Z0-1114-25
Exam Name: Oracle Redwood Application 2025 Developer Associate
Vendor: Oracle

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NEW QUESTION: 1
You develop a .NET Class Library project. You install the latest NuGet CLI tool, create an account on nugget.org, and receive an API key.
You need to create the NuGet package and publish the package to nuget.org. You open a command prompt and navigate to the folder which contains the project file.
Which four actions should you perform in sequence? To answer, move the appropriate actions from the list of actions to the answer area and arrange them in the correct order.

Answer:
Explanation:

Explanation

Step 1: Run the NuGet spec command
In the simple case of creating a package from an assembly, you can generate a .nuspec file from the metadata in the assembly using the following command:
nuget spec <assembly-name>.dll
Step 2: Update the package identifier and version number
Choose a unique package identifier and setting the version number.
Step 3: Run the NuGet pack command
Running nuget pack to generate the .nupkg file
Step 4: Run theNuGet push command
Once you've created a package, which is a .nupkg file, you can publish it to the gallery of your choice. You can publish with dotnet nuget push command References:
https://docs.microsoft.com/en-us/nuget/create-packages/creating-a-package
https://docs.microsoft.com/en-us/nuget/create-packages/publish-a-package

NEW QUESTION: 2
SIMULATION
After configuring printing on a Linux server, the administrator sends a test file to one of the printers and it fails to print. What command can be used to display the status of the printer's queue? (Specify ONLY the command without any path or parameters.)
Answer:
Explanation:
lpq

NEW QUESTION: 3
You are implementing conditional access policies.
You must evaluate the existing Azure Active Directory (Azure AD) risk events and risk levels to configure and implement the policies.
You need to identify the risk level of the following risk events:
* Users with leaked credentials
* Impossible travel to atypical locations
* Sign ins from IP addresses with suspicious activity
Which level should you identify for each risk event? To answer, drag the appropriate levels to the correct risk events. Each level may be used once, more than once, or not at all. You may need to drag the split bar between panes or scroll to view content.
NOTE: Each correct selection is worth one point.

Answer:
Explanation:

Explanation:
Refer https://docs.microsoft.com/en-us/azure/active-directory/reports-monitoring/concept-risk-events#sign-ins-from-ip-addresses-with-suspicious-activity

NEW QUESTION: 4
Which is the correct formula for calculating expected activity cost for three-point estimating?
A. Ce = (C0 + C„, + 4Cp) /6
B. Ce = (C0 + 6Cm + Cp)/4
C. Ce = (C0 + 4Cm + Cp)/6
D. Ce = (6C0 + Cm + Cp)/4
Answer: C
Explanation:
Explanation/Reference:
Explanation:
6.5.2.4 Three-Point Estimating
The accuracy of single-point activity duration estimates may be improved by considering estimation uncertainty and risk. This concept originated with the program evaluation and review technique (PERT).
PERT uses three estimates to define an approximate range for an activity's duration:
Most likely (tM). This estimate is based on the duration of the activity, given the resources likely to be

assigned, their productivity, realistic expectations of availability for the activity, dependencies on other participants, and interruptions.
Optimistic (tO). The activity duration based on analysis of the best-case scenario for the activity.

Pessimistic (tP). The activity duration based on analysis of the worst-case scenario for the activity.

Depending on the assumed distribution of values within the range of the three estimates the expected duration, tE, can be calculated using a formula. Two commonly used formulas are triangular and beta distributions. The formulas are:
Triangular Distribution. tE = (tO + tM + tP) / 3

Beta Distribution (from the traditional PERT technique). tE = (tO + 4tM + tP) / 6

Duration estimates based on three points with an assumed distribution provide an expected duration and clarify the range of uncertainty around the expected duration.


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