-2004-0.40.4
-10010.3-0.3
010010
11111.7-0.7
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N=5.
The regression equation is Y' = a + bX.
Then to find the slope, which is b, use the formula
b = [n(SXY)-(SX)(SY)]/[n(SX Exam Questions 2 Y'Y-Y'
-2004-0.40.4
-10010.3-0.3
010010
11111.7-0.7
23642.40.6
Sum057100
N=5.
The regression equation is Y' = a + bX.
Then to find the slope, which is b, use the formula
b = [n(SXY)-(SX)(SY)]/[n(SX Practice Questions 2 Y'Y-Y'
-2004-0.40.4
-10010.3-0.3
010010
11111.7-0.7
23642.40.6
Sum057100
N=5.
The regression equation is Y' = a + bX.
Then to find the slope, which is b, use the formula
b = [n(SXY)-(SX)(SY)]/[n(SX Dumps Questions 2 Y'Y-Y'
-2004-0.40.4
-10010.3-0.3
010010
11111.7-0.7
23642.40.6
Sum057100
N=5.
The regression equation is Y' = a + bX.
Then to find the slope, which is b, use the formula
b = [n(SXY)-(SX)(SY)]/[n(SX Dumps PDF">
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NEW QUESTION: 1
注:この質問は、同じシナリオを提示する一連の質問の一部です。シリーズの各質問には、記載された目標を達成する可能性のある独自のソリューションが含まれています。一部の質問セットには複数の正しい解決策がある場合もあれば、正しい解決策がない場合もあります。
このシナリオで質問に答えた後、その質問に戻ることはできません。その結果、これらの質問はレビュー画面に表示されません。
Azure Cosmos DBデータベースにSalesという名前のコンテナーがあります。 Salesには120 GBのデータがあります。 Salesの各エントリには、次の構造があります。
パーティションキーはOrderId属性に設定されます。
ユーザーは、ProductNameでデータを取得するクエリを実行すると、クエリの完了に予想よりも長い時間がかかると報告しています。
問題のあるクエリの実行にかかる時間を短縮する必要があります。
解決策:ProductNameをパーティションキーとして使用するルックアップコレクションを作成します。
これは目標を達成していますか?
A. いいえ
B. はい
Answer: A
Explanation:
Explanation
One option is to have a lookup collection "ProductName" for the mapping of "ProductName" to "OrderId".
References:
https://azure.microsoft.com/sv-se/blog/azure-cosmos-db-partitioning-design-patterns-part-1/
NEW QUESTION: 2
The third-shift Administrator was updating Security Management Server access settings in
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How should you unlock these accounts?
A. Delete the file admin.lock in the Security Management Server directory $FWDIR/tmp/.
B. Type fwm lock_admin -ua from the Security Management Server command line.
C. Login to SmartDashboard as the special cpconfig_admin user account; right-click on each administrator object and select unlock.
D. Reinstall the Security Management Server and restore using upgrade_import.
Answer: B
NEW QUESTION: 3
Given the following points: (-2, 0), (-1,0), (0,1), (1, 1) and (2, 3) What is the slope of the regression line?
A. 0.0
B. 0.6
C. None of these answers
D. 0.5
E. 0.7
Answer: E
Explanation:
Explanation/Reference:
Explanation:
For this, you need to create tables with columns for X,Y,XY,X
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-10010.3-0.3
010010
11111.7-0.7
23642.40.6
Sum057100
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-2004-0.40.4
-10010.3-0.3
010010
11111.7-0.7
23642.40.6
Sum057100
N=5.
The regression equation is Y' = a + bX.
Then to find the slope, which is b, use the formula
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