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SAP C-LCNC-2406 - SAP Certified Associate - Low-Code/No-Code Developer - SAP Build Exam Braindumps

SAP C-LCNC-2406 - SAP Certified Associate - Low-Code/No-Code Developer - SAP Build Exam Braindumps

  • Certification Provider:SAP
  • Exam Code:C-LCNC-2406
  • Exam Name:SAP Certified Associate - Low-Code/No-Code Developer - SAP Build Exam Exam
  • Total Questions:276 Questions and Answers
  • Product Format: PDF & Test Engine Software Version
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NEW QUESTION: 1
これらのステートメントを調べます。
CREATE TABLE alter_test(c1 VARCHAR2(10)、c2 NUMBER(10);
INSERT INTO変更テスト値( '123'、123);
Alter_TESTの列の変更について正しいのはどれですか?
ALTER_TESTの列の変更について正しいのはどれですか?
A. c1はvarchar2(5)に、c2は数値(13、2)に変更できます。
B. c2はvarchar2(10)に変更できますが、elは数値(10)に変更できません。
C. c1は数値(10)に変更でき、c2はvahchar2(10)に変更できます。
D. c2は数値(5)に変更できますが、ciはvarchar2(5)に変更できません。
E. c2は数値(10)に変更できますが、c2はvarchab2(10)に変更できません。
Answer: A

NEW QUESTION: 2
A client has requested to see a graph on the Start Center that shows the count of all open Work Orders. The graph should show the highest acceptable number before action is take, and the highest number at which point or above some corrective measures must be taken. The three indicators should be shown as green=ok, amber=warning, and red=action. Which type of Portlet provides the solution?
A. Result Set Portlet
B. Quick Insert Portlet
C. Bulietin Board Portlet
D. Key Performance Indicator Graph
Answer: D

NEW QUESTION: 3

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

NEW QUESTION: 4
You are examining a portfolio composed of 33% money-market investments, 9.5% bonds, and
57.5% stocks. Last year, the return on the money-market investments was 4%; the return on bonds was
9 %, and the return on stocks was -11%. What is the contribution of stocks toward the portfolio weighted average return?
A. -11.00%.
B. -6.325%.
C. -57.50%. B 11 00%
Answer: B
Explanation:
The portfolio weighted-average mean return is equal to the sum (as i goes from 1 to n) of w_i
* X_i, where w_i is the percentage weight in the portfolio of the ith asset, and X_i is the investment return of the ith asset. The contribution of any asset will equal its weight in the portfolio times its return. Here, we get 0.575 * - 0.11 = -6.325%.

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