
Visual CDCS Cert Test, Valid CDCS Exam Prep | CDCS Exam Dumps - Sugakumaster

Exam Code: CDCS
Exam Name: EXIN EPI Certified Data Centre SpecialistCertification
Version: V16.75
Q & A: 400 Questions and Answers
CDCS Free Demo download
About EXIN CDCS Exam
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NEW QUESTION: 1
Lydia wants to create a JSON string to represent an array with three objects. Each object has two variables, vA and vB, set to different string values of "one", "two", "three", "four", "five", and "six". What is the proper syntax for the JSON string?
A. "[ { vA: one, vB: two },{ vA: three, vB: four },{ vA: five, vB: six } ]"
B. [ { vA: 'one', vB: 'two' },{ vA: 'three', vB: 'four' },{ vA: 'five', vB: 'six' } ]
C. "[ { vA: 'one', vB: 'two' },{ vA: 'three', vB: 'four' },{ vA: 'five', vB: 'six' } ]"
D. new Array(new Object({ vA: 'one', vB: 'two' }), new Object({ vA: 'one', vB: 'two' }), new Object({ vA: 'one', vB: 'two' }));
Answer: C
NEW QUESTION: 2
Email marketers notice that all of their email deliveries are being placed into an undeliverable state or retry pending status.
After performing the preliminary analysis on the Adobe Campaign instance, the entry below is found in the log file.
Fri Jul 19 13:12:08 UTC 2019 Critical Error: AC Mid Server not responding.
Which two steps should the Campaign Classic Developer take to understand more about the situation and the root cause of the failures? (Choose 2)
A. Check the status of the marketing instance from /nl/jsp/monitor.jsp
B. Restart the marketing instance
C. Check the status of the mid-sourcing instance from /nl/jsp/monitor.jsp
D. Troubleshoot network connectivity between marketing and mid-sourcing instances
E. Restart mid-sourcing instances
Answer: C,D
NEW QUESTION: 3
A. UpdateXpress
B. ServerGuide
C. Bootable Media Creator
D. Advanced Settings Utility
Answer: A
NEW QUESTION: 4
The diagram represents a large living room. What is the area, in square yards, of the room?
A. 0
B. 33.3
C. 1
D. 2
E. 16.6
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Divide the floor space into two rectangles by drawing a line segment. The area of the large rectangle = 20
× 15 = 300 sq. ft. The area of the small rectangle = 10 × 15 = 150 sq. ft. The total area of floor space = 150
+ 300 = 450 sq. ft. Since 9 sq. ft. = 1 sq. yd., 450 sq. ft. ÷ 9 = 50 sq. yd.
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