Ok, here I am providing you the General Intelligence Questions of DRDO CEPTAM exam.

DRDO CEPTAM exam General Intelligence Questions

General Intelligence Questions are from-

01. Coding and Decoding
02. Number Series
03. Non-Verbal series
04. Alphabet series
05. Analogy
06. Decision Making
07. Number Ranking
08. Clock and Calendars
09. Directions
10. Cubes and Dice
11. Arithmetical Reasoning
12. Blood Relations
13. Mirror Images
14. Embedded Figures

Questions-

Directions (1-5): In each of these Questions a group of letters is given followed by four
combinations of number/ symbol numbered (1), (2), (3), (4). Letters are to be coded as per
the scheme and conditions given below. You have to find out the serial number of the
combinations, which represents the letter group serial number of that combination is your
answer. If none of the combinations is correct, your answer is (5) i.e., none of these.
Conditions:
i) If the first letter is a consonant and the last a vowel, both are to be coded as for the
vowel.
ii) If the first letter is a vowel and the last a constant, both are to be coded as for the two
are to be interchanged
iii) If both, the first and the last letters are consonants, both are to be coded as ∂.
iv) If there are more than two vowels in the group of letters of the letters all vowels are to
be coded as §

1. IQCPWF
1) 9*6#78 2) 9*6#79 3) ∂*6#7∂ 4) 8*6#79 5) None
2. KAWIPL
1) 2379#4 2) ∂379#∂ 3) 4379#2 4) 2379#2 5) None
3. IKBQFA
1) 92$8*3 2) 923$*8 3) 92*838 4) §2$8*§ 5) None
4. IBTNAE
1) §$@©§§ 2) $9@©35 3) $@9©35 4)§@$©§§ 5) None
5. TCKAPE
1) @623#@ 2) @623#5 3) 5623#5 4) 5623#@ 5) None

Directions(6-10): In each question below is given a group of letters followed by four
combinations of digits/symbols numbered (1),(2),(3) and (4). You have to find out which
of the combinations correctly repres-ents the group of letters based on the following
coding system and the conditions and mark the number of that combinations as that as
your ans-wer. If none of the four combinations correctly represents the group of letters,
give (5). i.e. none of these as the answer.

CONDITIONS:
i) If the First letter is a consonant and the last letter is a vowel, their codes are to be
interchanged.
ii) If both the First and last letters are vowels, both are to be coded as *.
iii) If the First letter is a vowel and the last letter is consonant. Both are to be coded as the
code for the consonant.
6. TUKDIP
1) 1©4627 2) 1©4621 3) 7©4621 4) 1©6427 5) None
7. EFDMKA
1) $%6548 2) $%654$ 3) *%654* 4) 8%6548 5) None
8. APWTUH
1) *7@1©* 2) 87@1©3 3) 37@1©8 4) 87@1©8 5) None
9. MARTWE
1) 58#1@$ 2) 58#1@5 3) $8#1@5 4) $8#1@5 5) None
10. HEMKZI
1) 2$5493 2) 3#5492 3) 3$5493 4) 2$5492 5) None

Directions (11-15): In a certain code
'a friend of mine 'is written as '4 9 1 6 '
'mine lots of metal' is written as '3 1 0 9 ' and
'a piece of metal 'is written as '7 1 6 3 '?
11.What is the code for 'piece '?
1) 3 2) 2 3) 1 4) 7 5) None.
12. What does '9' stands for?
1) Of 2) mine 3) friend 4) lots 5) metal
13. Which of the following may represent 'a pleasure of mine'?
1) 6 3 0 9 2) 5 2 1 6 3) 9 2 1 6 4) 3 6 9 4 5) 5 0 4 1
14. What does '0' stands for?
1) Mine 2) metal 3) of 4) lots 5) a
15. '873' would mean?
1) a metal piece 2) metal for friend 3) piece of advice
4) Friend of mine 5) large metal piece.

I. Natural Numbers : Counting numbers I, 2. 3, 4, 5, ..... are called natural artillery.
2. Whole Numbers : All counting numbers together with zero form the set of whole number. Thus,
(A) 0 is the only whole number which is not a natural number.
(B) Every natural number is a whole number
3. Integers : All natural numbers. 0 and negatives of counting numbers ie., - 3, - 2, - 1. 0.
I. 2, 3...... together form the set of integers

(A) Positive Integers t 11. 2. 3, 4, .....I is the set of all positive integers.
(B) Negative Integers : (- I, - 2, - 3......I is the set of all negative integers.
(C) Non-Positive and Non-Negative integers : 0 is neither positive nor negative.
So, 0, 1, 2, 3. ..... I represents the set of non-negative integers, while (0, - I, - 2, - 3, )
represents the set of non-positive integers.

Even Numbers: A number divisible by 2 is called an over, number. e.g.. 2. 4. 6, 8. 10. etc
5. Odd Numbers : A number not divisible by 2 is called an odd number. es, 1. 3. 5, 7, 9, 11, etc.
6. Prime Numbers : A number greater than 1 is called a prime number, if it has exactly
two factors namely 1 and the number itself.

Prime lumbers upto 100 are . 2, 3, 5, 7. II, 13. 17. 19. 23. 29. 31, 37. 41, 43, 47, 53, 59, 81, 87, 71. 73, 79, 83, 89, 97.

Composite Numbers : Numbers greater than 1 which are not prime, are known OS composite numbers. eg., 4. 6. 8. 9, 10. 12.
Note : (1) 1 as neither prime nor composite.
(ii) 2 is the only even number which is prime.
(iii)There are 25 prime numbers between 1 and 100.

Co-primes prime numbers a and b are said to be co primes. if their H.C.F. is 1.
e,g., (2, 3), (4. 5). (7, 9), (8. 11). etc. are co-primes.
sbi po preparation continues.....