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NEW QUESTION: 1
Sie haben eine SQL Server-Datenbank, die alle Kundendaten für Ihr Unternehmen enthält.
Sie müssen eine zufällige Stichprobe von 1.000 Zeilen aus einer Tabelle Customers extrahieren.
Ein Teil des richtigen Transact-SQL wurde im Antwortbereich unten bereitgestellt. Geben Sie den Code in den Antwortbereich ein, der das Problem löst und die angegebenen Ziele oder Anforderungen erfüllt. Sie können Code sowohl innerhalb als auch unterhalb des bereitgestellten Codes hinzufügen.


Verwenden Sie die Schaltfläche Syntax überprüfen, um Ihre Arbeit zu überprüfen. Alle Syntax- oder Rechtschreibfehler werden nach Zeilen- und Zeichenposition gemeldet.
Answer:
Explanation:
TABELLENBEISPIELSYSTEM (1000 REIHEN)
Erläuterung
Aktualisieren Sie Zeile 3, um Folgendes zu erhalten:
WÄHLEN *
VON Kunden
TABELLENBEISPIELSYSTEM (1000 REIHEN)
Die TABLESAMPLE-Klausel begrenzt die Anzahl der Zeilen, die von einer Tabelle in der FROM-Klausel zurückgegeben werden, auf eine Beispielnummer oder eine Anzahl von PERCENT-Zeilen.
Syntax: TABLESAMPLE [SYSTEM] (sample_number [PERCENT | ROWS])
Referenzen: https://technet.microsoft.com/en-us/library/ms189108(v=sql.105).aspx

NEW QUESTION: 2
以下のどの確立新たなリスクの出現を速やかに識別されることを保証する最良の方法はありますか？
A. リスク監視プロセス
B. 変更管理手順
C. 定期的なリスクrepotting
D. インシデント監視活動
Answer: D

NEW QUESTION: 3

A. Option B
B. Option D
C. Option A
D. Option C
Answer: A

NEW QUESTION: 4
To test whether small-cap stocks perform worse than large stocks under the Fama-French three-factor model, you set up the following hypothesis:
Ho: Expected excess returns of small stocks = 0
H1: Expected excess returns of small stocks < 0
The excess returns are returns adjusted for risk using the Fama-French three-factor model. In this setup, which of the following is/are true?
I. You must employ a right-tailed test.
II. The rejection region for the z-statistic on the excess return extends from negative infinity to the critical value associated with the significance level.
III. It is harder to reject the null than in the case where the alternative is specified as H1: Excess returns are non-zero.
A. I only
B. II only
C. none of these answers
D. II & III
E. I & III
Answer: B
Explanation:
Explanation/Reference:
Explanation:
Since the rejection region for the null is to the left of the maintained null value of zero, you must employ a left-tailed test. In that case, the rejection region for the z-statistic on the excess return extends from negative infinity to the critical value associated with the significance level. Also note that it is harder to reject the null under a two-tailed test than under a one-tailed test since the critical value for any given significance level is higher (in magnitude) for a two-tailed test.