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NEW QUESTION: 1
Which two- factor authentication solution would resolve the gaps in the current CGE environment, and meet the business and security requirements based on the current client types in use?
A. X509 certificates stored on a Smart Card
B. A physical token carried by the end user
C. RADIUS authentication with an Employee ID Number
D. A complex Active Directory password enforced by Group Policy
Answer: B
NEW QUESTION: 2
An organization currently uses a multi-node Mule runtime deployment model within their datacenter, so each Mule runtime hosts several Mule applications. The organization is planning to transition to a deployment model based on Docker containers in a Kubernetes cluster. The organization has already created a standard Docker image containing a Mule runtime and all required dependencies (including a JVM), but excluding the Mule application itself.
What is an expected outcome of this transition to container-based Mule application deployments?
A. Guaranteed consistency of execution environments across all deployments of a Mule application
B. Required redesign of Mule applications to follow microservice architecture principles
C. Required migration to the Docker and Kubernetes-based Anypoint Platform - Private Cloud Edition
D. Required change to the URL endpoints used by clients to send requests to the Mule applications
Answer: C
NEW QUESTION: 3
DRAG DROP
You are writing a Python program that evaluates an arithmetic formula.
The formula is described as b equals a multiplied by negative one, then raised to the second power, where a is the value that will be input and b is the result.
You create the following code segment. Line numbers are included for reference only.
You need to ensure that the result is correct.
How should you complete the code on line 02? To answer, drag the appropriate code segment to the correct location. Each code segment 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:
b = (-a)**2
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