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NEW QUESTION: 1
Refer to the exhibit. What value should be displayed in Box 1 of the ipconfig output of host A?
A. 172.18.14.5
B. 192.168.1.11
C. 192.168.1.254
D. 192.168.1.10
E. 192.168.1.250
F. 172.18.14.6
Answer: C
Explanation:
Explanation/Reference:
Explanation:
NEW QUESTION: 2
どの3つのタスクがオプティマイザによって処理されますか?
A. クエリを実行します。
B. テーブルを結合する順序を変更します。
C. 使用する索引を決めます。
D. WHERE句を書き換えてください。
E. ユーザーがクエリの実行を許可されていることを確認します。
F. クエリを検証します。
G. クエリを解析します。
Answer: A,D,G
NEW QUESTION: 3
Which of the following is/are true?
I. It is harder to reject the null under a two-tailed test than under a one-tailed test.
II. To test the hypothesis: Ho: X = 0, H1: X < 0, you have to employ a left-tailed test.
III. The acceptance region under a right tailed test extends from zero to positive infinity.
IV. The critical z-statistics in one-tailed tests are always lower than the z-statistics in the corresponding two-tailed test.
A. I, II & III
B. none of these answers
C. I, II & IV
D. II, III & IV
E. I, II, III & IV
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Under a two-tailed test, values on either side of the null can contribute to a rejection. Hence, the critical values under a two-tailed test have to be higher than under a one-tailed test for a given level of significance. This makes it harder to reject the null under a two-tailed test. This makes intuitive sense. In a one-tailed test, you are specifying a stricter alternative than under a completely general, two-tailed alternative (in the current example, you are claiming that X is less than zero as an alternative which is a stronger statement than the claim that X is non-zero). The rejection region in a right-tailed regression extends from the critical t-value associated with the given significance level and positive infinity. This critical value is greater than zero.
NEW QUESTION: 4
A customer needs a hosted physical desktop solution. Users will run typical oice applications with limited use of some media-rich applications such as Adobe Photoshop.
The customer needs the densest and most cost-effective solution that can support such users.
Which HPE Moonshot cartridge should the architect recommend?
A. HPE m400
B. HPEm700
C. HPE m710p
D. HPE m710
Answer: C
Explanation:
References: