Most Important MP Police Constable Reasoning Questions

The MP Police Constable exam is the most popular and famous in Madhya Pradesh, and lakhs of candidates have applied for this exam. The exam of MP Police Constable is very near, and in this exam, 40 questions will be asked from the reasoning and GK topics.

To assist the aspirants, we have added the most relevant and expected reasoning qeustions with solutions. These are significant because in these practice sets, all kinds of question levels are added.

Practice these relevant MP Police Constable reasoning questions with solutions to score the max to max number. Every day do practice on these questions to make your reasoning topics strong and number scoring.

Q. GWR : HZW :: CJO : ?

A) DMT
B) DLP
C) EMS
D) FNT

Answer: A) DMT
Solution: Pattern: Each letter moves +1, +3, +5 positions respectively. G→H(+1), W→Z(+3), R→W(+5). Similarly, C→D(+1), J→M(+3), O→T(+5) = DMT

Q. What is my father’s wife’s father-in-law’s only son to me?

A) Uncle
B) Father
C) Brother
D) Grandfather

Answer: B) Father
Solution: My father’s wife = My mother; My mother’s father-in-law = My paternal grandfather; My grandfather’s only son = My father

Q. In the given question, the relationship between different elements is shown in the statement.
U > H = G ≥ N; E < N > W ≥ O

Conclusions:
I. G > E
II. H > N
Which conclusion follows?

A) Only I
B) Only II
C) Both I and II
D) Neither I nor II

Answer: A) Only I
Solution: From G ≥ N > E, we get G > E (True). From H = G ≥ N, we cannot conclude H > N (False). Only conclusion I follow.

Q. Complete the series choosing the missing letters:
b _ abbc _ bbca _ bcabb _ ab

A) cabc
B) cbac
C) bcac
D) acbc

Answer: A) cabc
Solution: Pattern: bc/ab/bc/ab/bca/b/bcab/bc/ab. Missing letters: c, a, b, c

Q. Six people, A, B, C, D, E and F are sitting in a hexagonal shape. A is not adjacent to B or C; D is not adjacent to C or E; B and C are adjacent; F is the immediate neighbour of D and C. Who is placed opposite to E?

A) A
B) B
C) F
D) D

Answer: C) F
Solution: Following all constraints, the arrangement places F opposite to E in the hexagon.

Q. In a certain code language, KIRAN is coded as LJSB, O, then SRIKANT is coded as:

A) TSJLBOU
B) STKMBPV
C) TSKLBOV
D) TSJKBOU

Answer: A) TSJLBOU
Solution: Each letter is shifted by +1 position in the alphabet. S→T, R→S, I→J, K→L, A→B, N→O, T→U = TSJLBOU

Q. Complete the series: 1, 3, 5, 11, 21, ______

A) 41
B) 42
C) 43
D) 44

Answer: C) 43
Solution: Pattern: 1+(1×2-1)=3, 3+(3×2-1)=5, 5+(5×2+1)=11, 11+(11×2-1)=21, 21+(21×2+1)=43

Q. Statements: Some pastes are creams; Lime is a paste.
Conclusions:

I. Some creams are pastes
II. Some creams are not pastes
Which conclusion follows?

A) Only I
B) Only II
C) Both I and II
D) Neither I nor II

Answer: A) Only I
Solution: From ‘Some pastes are creams’, the conclusion I follow directly. Conclusion II is possible but not definite

Q. Ram goes north, turns right, then goes right again and then goes left. In which direction is Ram now facing?

A) North
B) East
C) South
D) West

Answer: B) East
Solution: Start: North → Turn right: East → Turn right: South → Turn left: East

Q. Statements: All roses are flowers; All lilies are flowers.
Conclusions:

I. All roses are lilies
II. All lilies are roses
Which conclusion follows?

A) Only I
B) Only II
C) Both I and II
D) Neither I nor II

Answer: D) Neither I nor II
Solution: Both sets (roses and lilies) are subsets of flowers, but no direct relationship exists between them.

Q. X is the son of Y; Y and L are sisters; Z is the mother of L, and P is the son of Z. Which statement is true?

A) P is the uncle of X
B) P is the maternal uncle of X
C) P is the brother of X
D) P is the father of X

Answer: B) P is the maternal uncle of X
Solution: Y and L are sisters, Z is the mother of L, and P is the son of Z. So, P is the maternal uncle of X (son of Y).

Q. If ‘FAVOUR’ is encrypted as EBUPTS, how is ‘FOSTER’ encrypted?

A) EPRUDS
B) FOSTDR
C) GPTUFS
D) EQTUFS

Answer: A) EPRUDS
Solution: Each letter is shifted one position to the left. F→E, O→N→P, S→R, T→S, E→D, R→Q→S = EPRUDS

Q. Find the odd one out: 7, 13, 25, 49, 98

A) 7
B) 13
C) 25
D) 98

Answer: D) 98
Solution: Pattern: 7×2-1=13, 13×2-1=25, 25×2-1=49, 49×2-1=97 (not 98). So 98 is odd.

Q. Mother : Daughter:: Father:?

A) Son
B) Brother
C) Uncle
D) Nephew

Answer: A) Son
Solution: Mother is to Daughter as Father is to Son (parent to same-gender offspring).

Q. Seven people, A, B, C, D, E, F, G, sit in a row facing north. Only two people sit right of D. Only two sit left of C. Only two sit between D and G. Only three sit between C and E. A is not an immediate neighbour of D. B sits right of D. Who sits immediately left of E?

A) A
B) B
C) F
D) G

Answer: B) B
Solution: Arrangement: A-G-C-F-D-B-E. B sits immediately left of E.

Q. ‘A + B’ means ‘A is sister of B’; ‘A @ B’ means ‘A is wife of B’; ‘A $ B’ means ‘A is son of B’; ‘A % B’ means ‘A is mother of B’. What is the relation between S and P in ‘P @ Q $ R% % S + O’?

A) Sister
B) Mother
C) Sister-in-law
D) Daughter

Answer: C) Sister-in-law
Solution: P@Q (P wife of Q), Q$R (Q son of R), R%S (R mother of S), S+O (S sister of O). S is the sister-in-law of P.

Q. Sneha walks 5m east, turns right, walks 5m, turns left, walks 4m, turns left, walks 2m, turns left, walks 3m, turns right, walks 2m, turns right, walks 3m. Which direction is she facing?

A) North
B) East
C) South
D) West

Answer: B) East
Solution: Tracing path: East→South→East→North→West→South→East. Final direction: East.

Q. Eight people sit around a square table. Four at corners face centre, four on sides face away. W sits third left of S. X sits fifth right of T. Z sits four places from U. V is adjacent to X and Z. W sits immediately right of T. Y doesn’t face centre. Who sits second left of Z?

A) W
B) X
C) U
D) T

Answer: A) W
Solution: Following constraints, W sits second to the left of Z in the arrangement.

Q. If ‘+’ means ‘×’, ‘×’ means ‘-‘, ‘-‘ means ‘÷’, ‘÷’ means ‘+’, then find: 15 ÷ 5 × 10 + 2 – 4

A) 12
B) 14
C) 16
D) 18

Answer: B) 14
Solution: Converting: 15+5-10×2÷4 = 15+5-20÷4 = 15+5-5 = 15

Q. In the series 3, ∈, 5, Ǝ, 7, what comes next?

A) ∋
B) Ɛ
C) ∄
D) ∈

Answer: B) Ɛ
Solution: Alternating pattern: Numbers (3,5,7) and mirror images. Next should be a mirror of 7.

Q. Statements: All lotuses are roses; No roses are lilies; Some lotuses are jasmine.
Conclusions:
I. No lotus is
a lily
II. Some jasmines are not lilies
Which follows?

A) Only I
B) Only II
C) Both I and II
D) Neither

Answer: C) Both I and II
Solution: I: All lotuses→roses, no roses→lilies, so no lotus→lilies (True). II: Some lotus→jasmine, no lotus→lilies (True).

Q. If 15th August 2023 was Tuesday, what day will be 15th August 2025?

A) Friday
B) Saturday
C) Sunday
D) Monday

Answer: A) Friday
Solution: 2023-2025 = 2 years. 2024 is a leap year. Total days = 365+366 = 731. 731÷7 = 104 remainder 3. Tuesday+3 = Friday.

Q. A introduces B, saying, ‘He is the husband of the granddaughter of the father of my father’. How is B related to A?

A) Brother
B) Brother-in-law
C) Nephew
D) Son-in-law

Answer: B) Brother-in-law
Solution: Father of my father = grandfather. Granddaughter = niece. Husband of niece = nephew-in-law = brother-in-law.

Q. Six persons, P,Q,R,S,T,U sit in a row. T is the brother of P’s husband. U is the mother of T. Q is daughter of S and P, granddaughter of R. How is R related to T?

A) Mother
B) Father
C) Uncle
D) Aunt

Answer: B) Father
Solution: P’s husband’s brother = T. Q’s grandfather = R. Following family tree, R is father of T.

Q. Five friends sit in row facing south. Q in center, P at west end. T and R on one side of Q. Two persons between P and R. Who sits between Q and P?

A) S
B) T
C) R
D) Cannot determine

Answer: A) S
Solution: Arrangement: P-S-Q-T-R or P-S-Q-R-T. S sits between Q and P.

Statements: All T are N; No M is N.
Conclusions:
I. All T are M
II. Some T are not M
Which follows?

A) Only I
B) Only II
C) Both
D) Neither

Answer: B) Only II
Solution: All T→N, No M→N implies no T→M. So conclusion II (Some T are not M) follows.

Q. A person drives 45km east, turns right, drives 65km, turns left drives 33km. In which direction is he facing?

A) East
B) North
C) West
D) South

Answer: A) East
Solution: Start East→Turn right South→Turn left East. Final direction: East.

Q. In a class of 40 students, Ravi’s rank is 15th from the top. What is his rank from the bottom?

A) 25th
B) 26th
C) 27th
D) 28th

Answer: B) 26th
Solution: Rank from bottom = Total students – Rank from top + 1 = 40-15+1 = 26

Q. ‘X $ Y’ means ‘X is son of Y’; ‘X @ Y’ means ‘X is husband of Y’; ‘X * Y’ means ‘X is sister of Y’; ‘X # Y’ means ‘X is mother of Y’. In ‘P $ Q # V @ B’, how is P related to B?

A) Son
B) Grandson
C) Nephew
D) Brother

Answer: B) Grandson
Solution: P$Q (P son of Q), Q#V (Q mother of V), V@B (V husband of B). P is the grandson of B.

Q. If MONDAY is coded as 123456 and TEAM is coded as 7854, how is YEAST coded?

A) 65879
B) 65897
C) 68597
D) 68579

Answer: A) 65879
Solution: M=1,O=2,N=3,D=4,A=5,Y=6. T=7,E=8,A=5,M=1. So YEAST = 65879.

Q. Complete the analogy: FIRE : ERIF :: WATER : ?

A) RETAW
B) ETRAW
C) RATEW
D) RETWA

Answer: A) RETAW
Solution: FIRE written backwards is ERIF. Similarly, WATER written backwards is RETAW.

Q. In sequence AZ, BY, CX, DW, what comes next?

A) EV
B) EX
C) FV
D) FU

Answer: A) EV
Solution: First letter: A,B,C,D,E (+1). Second letter: Z,Y,X,W,V (-1). Next: EV.

Q. Statement: ‘All good athletes eat well.’ Which assumption is implicit?
I. Athletes who don’t eat well are not good.
II. Eating well is necessary for being a good athlete.

A) Only I
B) Only II
C) Both
D) Neither

Answer: C) Both
Solution: Both assumptions are implicit in the given statement.

Q. In a code, COMPUTER is written as RFUVQNPC. How is MACHINE written in the same code?

A) NBJDFMO
B) NDBHJFM
C) NBDIJGM
D) NBDIJFN

Answer: D) NBDIJFN
Solution: Each letter is replaced by the letter 8 positions ahead. M→U→N, A→I→B, C→K→D, etc. MACHINE = NBDIJFN.

Q. How many triangles are there in the figure where a triangle is divided by 3 lines parallel to its sides?

A) 13
B) 15
C) 17
D) 19

Answer: A) 13
Solution: Systematic counting: 9 small triangles + 3 medium triangles + 1 large triangle = 13 triangles total.

 

Join Us On Telegram

Add a Comment

Your email address will not be published. Required fields are marked *