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SET 1 — 🔍 CAT Level - Very Easy

P, Q, R, S, T and U are six members of a club. Each plays a different game out of Billiards, Squash, Poker, Carroms, Golf and Badminton, not necessarily in the same order. There are two couples in the group.

The following information is known:

  1. No lady plays Badminton.

  2. In a couple, the husband and wife play Squash and Golf respectively.

  3. S, the husband of Q, plays Poker.

  4. T plays neither Billiards nor Squash.

  5. R plays Golf.

  6. U, a lady, plays Carroms.

❝

Question 1

Which of the following statements is/are definitely false?

a) Q is the wife of the person who plays Poker.
b) The person playing Carroms is not one of the couples.
c) P is the husband of the person playing Golf.
d) T is the husband of Q.

Question 2

Who plays Badminton?

a) U
b) T
c) S
d) Data inadequate

Question 3

Who plays Billiards?

a) P
b) R
c) Q
d) Data inadequate

Question 4

Which of the following pairs is a married couple?

a) PR
b) PQ
c) ST
d) SR

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✅ Answers & Explanations

Six members: P, Q, R, S, T and U

Six different games:

  • Billiards

  • Squash

  • Poker

  • Carroms

  • Golf

  • Badminton

There are exactly two married couples.

Step 1: Use the direct clues

  • S is the husband of Q and plays Poker.

  • R plays Golf.

  • U is a lady and plays Carroms.

Therefore:

Person

Game

Relationship/Gender

S

Poker

Husband of Q

Q

?

Wife of S

R

Golf

?

U

Carroms

Lady

P

?

?

T

?

?

One married couple is already known:

S–Q

Step 2: Identify the remaining games

Poker, Golf and Carroms have already been assigned.

The remaining games are:

  • Billiards

  • Squash

  • Badminton

These must be played by P, Q and T.

The clue says:

❝

T plays neither Billiards nor Squash.

Therefore, among the remaining games, T can play only:

Badminton

So:

T plays Badminton.

Since no lady plays Badminton, T must be a man.

Step 3: Determine P’s and Q’s games

After assigning Badminton to T, the remaining games are:

  • Billiards

  • Squash

These must be played by P and Q.

The puzzle states that in the other married couple:

  • The husband plays Squash.

  • The wife plays Golf.

R plays Golf, so R must be the wife in the second couple.

The husband of R must therefore play Squash.

Q cannot be R’s husband because Q is already the wife of S. Therefore, P must be R’s husband.

Hence:

  • P is the husband of R.

  • P plays Squash.

  • R plays Golf.

The only remaining game, Billiards, must be played by Q.

Thus:

Q plays Billiards.

Final Arrangement

Person

Game

Relationship

P

Squash

Husband of R

Q

Billiards

Wife of S

R

Golf

Wife of P

S

Poker

Husband of Q

T

Badminton

Not part of a couple

U

Carroms

Not part of a couple

The two married couples are:

  • P–R

  • S–Q

Question 1: Which statement is definitely false?

a) Q is the wife of the person who plays Poker.

S plays Poker, and Q is S’s wife.

Therefore, this statement is true.

b) The person playing Carroms is not one of the couples.

U plays Carroms. The couples are P–R and S–Q, so U is not part of either couple.

Therefore, this statement is true.

c) P is the husband of the person playing Golf.

R plays Golf, and P is R’s husband.

Therefore, this statement is true.

d) T is the husband of Q.

S is the husband of Q, not T.

Therefore, this statement is definitely false.

Answer: d) T is the husband of Q

Question 2: Who plays Badminton?

T plays neither Billiards nor Squash. Among the three remaining games for P, Q and T, T must therefore play Badminton.

Answer: b) T

Question 3: Who plays Billiards?

P plays Squash, while T plays Badminton. Therefore, Q plays Billiards.

Answer: c) Q

Question 4: Which pair is a married couple?

The two married couples are S–Q and P–R.

Among the options, PR is present.

Answer: a) PR

Final Answers

  1. D

  2. B

  3. C

  4. A

⚡ Brain teasers are not just about getting the right answer — they train you to think differently under pressure.

Stay consistent with your daily practice, challenge your assumptions, and keep sharpening your reasoning skills.

See you in tomorrow’s challenge!