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NEW QUESTION: 1
Which two SIP issues should be considered when deploying KPML? (Choose two.)
A. Additional configuration steps will be required for SIP phone dial rules.
B. Social engineering will be required to educate users about how to dial a call with SIP.
C. There will be additional processing demands on the Cisco Unified Communications Manager server.
D. Additional MTP resources will be required.
E. There will be significantly more signaling traffic on the network.
Answer: C,E

NEW QUESTION: 2
You need to recommend a solution to ensure that the store managers meet the compliance requirements.
What should you include in the recommendation?
A. Retention tags and retention policies
B. An in-place hold
C. Personal archives
D. Deleted item retention
Answer: B

NEW QUESTION: 3



A. tasks.Yield();
B. Task.WaitAll(tasks);
C. Task.WaitFor(3);
D. tasks.WaitForCompletion();
Answer: B
Explanation:
Explanation
The Task.WaitAll method (Task[]) waits for all of the provided Task objects to complete execution.
Example:
// Construct started tasks
Task<int>[] tasks = new Task<int>[n];
for (int i = 0; i < n; i++)
{
tasks[i] = Task<int>.Factory.StartNew(action, i);
}
// Exceptions thrown by tasks will be propagated to the main thread
// while it waits for the tasks. The actual exceptions will be wrapped in AggregateException.
try
{
// Wait for all the tasks to finish.
Task.WaitAll(tasks);
// We should never get to this point
Console.WriteLine("WaitAll() has not thrown exceptions. THIS WAS NOT EXPECTED.");
}
Reference: Task.WaitAll Method (Task[])
https://msdn.microsoft.com/en-us/library/dd270695(v=vs.110).aspx

NEW QUESTION: 4
For the data shown here which statement(s) are true? (Note: There are 2 correct answers).

A. If we wanted to compare the Central Tendencies of these three samples we could use Mood's Median test
B. If we wanted to compare the Central Tendencies of these three samples we would use the one way ANOVA test
C. If we wanted to compare the Central Tendencies of all three samples we could use the Mann-Whitney test
D. With 95% confidence, we cannot conclude if the samples are from three Normal Distributions
E. With greater than 95% confidence, we conclude the samples are from Non-normal Distributions
Answer: A,E