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NEW QUESTION: 1
Consider the following statements:
I). The t distribution is a symmetrical probability distribution defined by a single parameter known as the degrees of freedom.
II). When sample size is small and population variance is not known, the t distribution is used.
III). The use of a t reliability factor is appropriate when the population variance is unknown but we have a large sample and can rely on the central limit theorem to ensure approximate normality of the distribution of the sample mean.
Which is true?
A. I and II.
B. I and III.
C. I, II and III.
Answer: B
Explanation:
Some facts about the t-distribution are:
The t distribution is a symmetrical probability distribution defined by a single parameter known as
*
the degrees of freedom.
When sample size is small and population variance is not known, the t distribution is used if the
*
population is normally distributed (this is unknown in the question).
The use of a t reliability factor is appropriate when the population variance is unknown but we
*
have a large sample and can rely on the central limit theorem to ensure approximate normality of the distribution of the sample mean

NEW QUESTION: 2
Exhibit:


You are implementing CoS for a custom application that is labeling its packets with DSCP code-point 101111. You have applied the configuration shown in the exhibit, but not that while some custom application traffic ingressin on ge-0/0/1 transits the SRX Series device successfully, packets ingressing all other ge-* interfaces are being dropped.
Which action should you take to solve this problem?
A. Configure a scheduler and scheduler map for expedited-forwarding and apply to all interfaces.
B. Apply the rate-limit-ef policer to all ge-interfaces.
C. Modify the BA classifier to assign code point 101111 to loss priority low.
D. Remove the BA classifier from all ge-interfaces.
Answer: B

NEW QUESTION: 3
DRAG DROP
You are developing a Windows Store style app by using JavaScript. The app will send and receive encoded information and will display the encoded information to the user in a decrypted and recognizable state.
You need to appropriately decrypt the encoded information.
How should you complete the relevant code? (To answer, drag the appropriate code segments to the correct locations in the answer area. 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.)

Answer:
Explanation: