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NSE7_NST-7.2 Real Exam Answers - Accurate NSE7_NST-7.2 Test, NSE7_NST-7.2 Latest Test Question - Sugakumaster

NSE7_NST-7.2

Exam Code: NSE7_NST-7.2

Exam Name: Fortinet NSE 7 - Network Security 7.2 Support EngineerCertification

Version: V16.75

Q & A: 400 Questions and Answers

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NEW QUESTION: 1
Refer to the exhibit.

Examine the HP Comware switch output shown in the exhibit. Based on this output, what is a correct description of the IRF topology with which this switch is associated?
A. This is a functioning IRF ring topology.
B. This is a functioning IRF chain topology.
C. This is a failed IRF ring topology.
D. This is a failed IRF daisy chain topology.
Answer: A

NEW QUESTION: 2
Refer to the graphic. Two peering routers are running RIP. RTA is using RIPv2 to advertise its routes, while RTB is using RIPvl to advertise the route 1.1.1.1/32. The administrator configures "RIP version 2 multicast" for interface G0/0/1 of RTB. How will the route 1.1.1.1/32 appear in the the IP routing table of RTA?

A. This route will appear in the IP routing table of RTA as   1.0.0.0/24.
B. This route will not appear in the IP routing table of RTA.
C. This route will appear in the IP routing table of RTA as   1.1.1.1/32.
D. This route will appear in the IP routing table of RTA as   1.0.0.0/8.
Answer: C

NEW QUESTION: 3
Consider the following information about a fund. The fund has been in existence for 3 years. Over this period it has achieved a mean monthly return of 3% with a sample standard deviation of monthly returns of 5%. It was expected to earn a 2.5% mean monthly return over the 3-year period.
You want to test a claim that the investment disciplines of the fund result in a standard deviation of monthly returns of less than 6%.
At the 0.05 level of significance:
A. we do not reject the null hypothesis.
B. we are unable to make a decision.
C. we reject the alternative hypothesis.
Answer: A
Explanation:
At the 0.05 level of significance we reject the null hypothesis.
2 2 2 2 2
x = [(n - 1) s ] /o = 35 x 5 /6 = 24.306.
0
2
On the table at 35 degrees of freedom under the 0.95 column, we find the x value. We use 50 since there is no value for 35. At 50 the value is 34.764.
We will fail to reject the null if we find that chi-square is less than 34.764. 24.306 is less than 34.764, so we fail to reject the null hypothesis.

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