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                Introduction-to-IT exam questions accompanied by exhibits
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                Verified Answers Researched by Industry Experts and almost 100% correct 
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                Introduction-to-IT exam questions updated on regular basis 
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                Same type as the certification exams, Introduction-to-IT exam preparation is in multiple-choice questions (MCQs).
            
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                Tested by multiple times before publishing 
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NEW QUESTION: 1
You need to modify the STUDENTS table to add a primary key on the STUDENT_ID column. The table is currently empty.
Which statement accomplishes this task?
A. ALTER TABLE students ADD CONSTRAINT PRIMARY KEY (student_id);
B. ALTER TABLE students ADD CONSTRAINT stud_id_pk PRIMARY KEY student_id;
C. ALTER TABLE students ADD PRIMARY KEY student_id;
D. ALTER TABLE students MODIFY CONSTRAINT stud_id_pk PRIMARY KEY
(student_id);
E. ALTER TABLE students ADD CONSTRAINT stud_id_pk PRIMARY KEY (student_id);
Answer: E
Explanation:
ALTER TABLE table_name
ADD [CONSTRAINT constraint] type (coloumn);
Incorrect answer:
A. wrong syntax
B. wrong syntax
C. wrong syntax
E. no such MODIFY keyword
Refer: Introduction to Oracle9i: SQL, Oracle University Study Guide, 10-17
NEW QUESTION: 2
A solutions architect is designing a solution that must store and retrieve session data and JSON documents.
The solution must provide high availability, strong consistency, and data durability Which solution meets these requirements?
A. AmazonEC2 Instance Tore
B. Amazon SQS
C. Amazon EBS volume with provisional IOPS
D. Amazon DynamoDB table
Answer: D
NEW QUESTION: 3
Below describes the total return rates (in percentages) for the past three years for 15 top-performing utilities mutual funds.
Biggest return: 15.1
Smallest return 3.1
Median return: 9.5
What interval length should be used if it is desired to construct a frequency distribution with four equally spaced intervals?
A. 0
B. 3.75
C. 1
Answer: A
Explanation:
4
Determine how many classes we need: Since 2 > 15, we need 4 classes.
*
Interval: (15.1 - 3.1)/4 = 3.
*