NTA UGC NET 2019 June – II
Question 1 |
How many are there to place 8 indistinguishable balls into four distinguishable bins
70 | |
165 | |
8 C 4 | |
8P 4T |
Discuss it
Question 1 Explanation:
= C(8+4-1,8) = 11 C 8 = 11! / (8!(11-8)!) = 165
Question 2 |
Match List-I with List-II:
List-I List-II
(Software process Models) (Software System)
(a) Waterfall model (i) e-business that starts with only the basic functionality and then moves on to more advanced features.
(b) Incremental development (ii) An inventory control system for a supermarket to be developed on a highway
(c) Prototyping (iii) A virtual reality system for simulating vehicle navigation on a highway.
(d) RAD (iv) Automate the manual system for student record maintenance in a school
Choose the correct option from those given below:
a-ii,b-iv,c-i,d-iii | |
a-i,b-iii,c-iv,d-ii | |
a-iii,b-ii,c-iv,d-i | |
a-iv,b-i,c-iii,d-ii |
Discuss it
Question 2 Explanation:
1. Waterfall model: Automate the manual system for student record maintenance in a school
2. Incremental development: e-business that starts with only the basic functionality and then moves on to more advanced features.
3. Prototyping: A virtual reality system for simulating vehicle navigation in a highway.
4. RAD: An inventory control system for a supermarket to be developed on a highway
Question 3 |
A computer has six tape drives with n processes competing for them. Each process may need two drives. What is the maximum value of n for the system to be deadlock-free?
5 | |
4 | |
3 | |
6 |
Discuss it
Question 3 Explanation:
Each process needs 2 drives. So for deadlock just give each process one drive. So total 6 processes can be given 1 drive each and can cause deadlock. So to break the deadlock just reduce 1 process. So maximum no. of processes for the system to be deadlock-free is 5.
Question 4 |
In the context of 3D computer graphics, which of the following statements is/are TRUE?
P: Orthographic transformations keep parallel lines parallel
Q: Orthographic transformations are affine transformations
Select the correct answer from the options given below:
Both P and Q | |
Neither P and Q | |
Only P | |
Only Q |
Discuss it
Question 5 |
Which of the following statements are DML statements?
(a) Update [tablename] Set [ columnname] = VALUE
(b) Delete [tablename]
(c) Select * from [tablename]
a and b | |
a and d | |
a, b, and c | |
b and c |
Discuss it
Question 5 Explanation:
DML commands:
SELECT
INSERT
UPDATE
DELETE
MERGE
LOCK TABLE
Question 6 |
What percentage(%) of the IPv4, IP address space do all class C addresses consume?
12.5% | |
25% | |
37.5% | |
50% |
Discuss it
Question 6 Explanation:
Class-C: 192 to 223. It means 12.5 %
Question 7 |
Which of the following key constraints is required for the functioning of the foreign keys in the context of a relational database?
Unique Key | |
Primary Key | |
Candidate Key | |
Check key |
Discuss it
Question 7 Explanation:
A foreign key is a key whose values depend on the primary key of a relation. So for the functioning of a foreign key in the context of a relational database we need a primary key.
Question 8 |
Software Reuse is
The process of analyzing software with the objective of recovering its design and specification. | |
The process of existing software artifacts and knowledge to build new software. | |
Concerned with reimplementing legacy systems to make them more maintainable. | |
The process of analyzing software to create a representation of a higher level of abstraction and breaking software down into its parts to see how it works. |
Discuss it
Question 8 Explanation:
Software Reuse is the process of existing software artifacts and knowledge to build new software.
Question 9 |
Which of the following is the principal conjunctive normal form for [(pVq) ∧ ~p → ~q]?
pV~q | |
pVq | |
~pVq | |
~pV~q |
Discuss it
Question 9 Explanation:

Question 10 |
Match List-I with List-II
List-I List-II
(a) p → q (i) ¬(q → ¬p)
(b) p v q (ii) p ∧ ¬q
(c) p ∧ q (iii) ¬p → q
(d) ¬(p → q) (iv) ¬p v q
Choose the correct option from those given below:
a-ii,b-iii,c-i,d-iv | |
a-ii,b-i,c-iii,d-iv | |
a-iv,b-i,c-iii,d-ii | |
a-iv,b-iii,c-i,d-ii |
Discuss it
Question 10 Explanation:

There are 97 questions to complete.