Multi-dimensional Conditional: Brand/Sport/Vehicle: Worksheet 2 - Beginner Practice Multi-dimensional Conditional: Brand/Sport/Vehicle BEGINNER

Ready to master Multi-dimensional Conditional: Brand/Sport/Vehicle? This entry level practice worksheet (2/10) presents 20 beginner-level challenges. Focus area: pattern recognition. Learn to solve multi-dimensional conditional: brand/sport/vehicle reasoning questions, handle multi-dimensional conditional: brand/sport/vehicle practice, and perfect multi-dimensional conditional: brand/sport/vehicle for competitive exams with our step-by-step solutions.

📝 Worksheet 2 of 10 • 20 questions • ⏱️ Estimated time: 20 minutes • 🎯 Beginner level

What you'll learn in this worksheet:
Your progress through Multi-dimensional Conditional: Brand/Sport/Vehicle
Worksheet 2 of 10 (11% complete)

Question 1

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Hina does not prefer Iota or Volleyball. - The one who prefers Epsilon drives Van. - Eshan plays Athletics, and the one who drives Ship prefers Kappa. - Neither Xavier nor Gaurav prefers Theta. - The Basketball player does not drive Metro. - If someone prefers Beta, then they do not play Badminton. Question: Who drives the Bike?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Hina does not prefer Iota or Volleyball.
- The one who prefers Epsilon drives Van.
- Eshan plays Athletics, and the one who drives Ship prefers Kappa.
- Neither Xavier nor Gaurav prefers Theta.
- The Basketball player does not drive Metro.
- If someone prefers Beta, then they do not play Badminton.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Hina | Epsilon | Basketball | Truck
Priya | Iota | Badminton | Ship
Eshan | Theta | Volleyball | Metro
Xavier | Beta | Cricket | Van
Gaurav | Delta | Athletics | Bike
Vihaan | Kappa | Chess | Bus
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 2

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Gaurav does not prefer Alpha or Basketball. - The one who prefers Zeta drives Van. - Priya plays Football, and the one who drives Cycle prefers Delta. - Neither Bhavya nor Jatin prefers Gamma. - The Badminton player does not drive Car. - If someone prefers Epsilon, then they do not play Table Tennis. Question: Who plays Table Tennis?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Gaurav does not prefer Alpha or Basketball.
- The one who prefers Zeta drives Van.
- Priya plays Football, and the one who drives Cycle prefers Delta.
- Neither Bhavya nor Jatin prefers Gamma.
- The Badminton player does not drive Car.
- If someone prefers Epsilon, then they do not play Table Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Gaurav | Zeta | Badminton | Scooter
Diya | Alpha | Table Tennis | Cycle
Priya | Gamma | Basketball | Car
Bhavya | Epsilon | Volleyball | Van
Jatin | Eta | Football | Metro
Fatima | Delta | Hockey | Ship
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 3

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Tara does not prefer Delta or Football. - The one who prefers Beta drives Truck. - Cyrus plays Volleyball, and the one who drives Car prefers Epsilon. - Neither Bhavya nor Vihaan prefers Eta. - The Badminton player does not drive Van. - If someone prefers Kappa, then they do not play Hockey. Question: Who plays Badminton?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Tara does not prefer Delta or Football.
- The one who prefers Beta drives Truck.
- Cyrus plays Volleyball, and the one who drives Car prefers Epsilon.
- Neither Bhavya nor Vihaan prefers Eta.
- The Badminton player does not drive Van.
- If someone prefers Kappa, then they do not play Hockey.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Tara | Beta | Badminton | Train
Aarav | Delta | Hockey | Car
Cyrus | Eta | Football | Van
Bhavya | Kappa | Table Tennis | Truck
Vihaan | Alpha | Volleyball | Bike
Mira | Epsilon | Tennis | Ship
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 4

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Cyrus does not prefer Theta or Football. - The one who prefers Kappa drives Van. - Xavier plays Chess, and the one who drives Ship prefers Iota. - Neither Fatima nor Eshan prefers Alpha. - The Table Tennis player does not drive Bus. - If someone prefers Delta, then they do not play Tennis. Question: Who plays Chess?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Cyrus does not prefer Theta or Football.
- The one who prefers Kappa drives Van.
- Xavier plays Chess, and the one who drives Ship prefers Iota.
- Neither Fatima nor Eshan prefers Alpha.
- The Table Tennis player does not drive Bus.
- If someone prefers Delta, then they do not play Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Cyrus | Kappa | Table Tennis | Truck
Nihal | Theta | Tennis | Ship
Xavier | Alpha | Football | Bus
Fatima | Delta | Volleyball | Van
Eshan | Gamma | Chess | Bike
Ira | Iota | Athletics | Cycle
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 5

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Tara does not prefer Iota or Table Tennis. - The one who prefers Kappa drives Cycle. - Gaurav plays Cricket, and the one who drives Van prefers Gamma. - Neither Hina nor Fatima prefers Beta. - The Football player does not drive Metro. - If someone prefers Delta, then they do not play Tennis. Question: Who plays Basketball?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Tara does not prefer Iota or Table Tennis.
- The one who prefers Kappa drives Cycle.
- Gaurav plays Cricket, and the one who drives Van prefers Gamma.
- Neither Hina nor Fatima prefers Beta.
- The Football player does not drive Metro.
- If someone prefers Delta, then they do not play Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Tara | Kappa | Football | Bus
Aarav | Iota | Tennis | Van
Gaurav | Beta | Table Tennis | Metro
Hina | Delta | Basketball | Cycle
Fatima | Zeta | Cricket | Bike
Eshan | Gamma | Badminton | Train
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 6

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Cyrus does not prefer Delta or Table Tennis. - The one who prefers Eta drives Van. - Jatin plays Football, and the one who drives Cycle prefers Gamma. - Neither Diya nor Bhavya prefers Kappa. - The Chess player does not drive Truck. - If someone prefers Epsilon, then they do not play Hockey. Question: Who plays Football?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Cyrus does not prefer Delta or Table Tennis.
- The one who prefers Eta drives Van.
- Jatin plays Football, and the one who drives Cycle prefers Gamma.
- Neither Diya nor Bhavya prefers Kappa.
- The Chess player does not drive Truck.
- If someone prefers Epsilon, then they do not play Hockey.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Cyrus | Eta | Chess | Car
Laksh | Delta | Hockey | Cycle
Jatin | Kappa | Table Tennis | Truck
Diya | Epsilon | Volleyball | Van
Bhavya | Iota | Football | Scooter
Xavier | Gamma | Tennis | Bus
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 7

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Xavier does not prefer Eta or Badminton. - The one who prefers Beta drives Bus. - Tara plays Basketball, and the one who drives Ship prefers Kappa. - Neither Wafa nor Vihaan prefers Gamma. - The Athletics player does not drive Metro. - If someone prefers Alpha, then they do not play Volleyball. Question: Who prefers the brand Epsilon?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Xavier does not prefer Eta or Badminton.
- The one who prefers Beta drives Bus.
- Tara plays Basketball, and the one who drives Ship prefers Kappa.
- Neither Wafa nor Vihaan prefers Gamma.
- The Athletics player does not drive Metro.
- If someone prefers Alpha, then they do not play Volleyball.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Xavier | Beta | Athletics | Cycle
Qadir | Eta | Volleyball | Ship
Tara | Gamma | Badminton | Metro
Wafa | Alpha | Chess | Bus
Vihaan | Epsilon | Basketball | Scooter
Priya | Kappa | Football | Truck
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 8

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Vihaan does not prefer Theta or Volleyball. - The one who prefers Iota drives Car. - Xavier plays Badminton, and the one who drives Bus prefers Delta. - Neither Fatima nor Sahil prefers Alpha. - The Chess player does not drive Cycle. - If someone prefers Beta, then they do not play Athletics. Question: Who drives the Metro?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Vihaan does not prefer Theta or Volleyball.
- The one who prefers Iota drives Car.
- Xavier plays Badminton, and the one who drives Bus prefers Delta.
- Neither Fatima nor Sahil prefers Alpha.
- The Chess player does not drive Cycle.
- If someone prefers Beta, then they do not play Athletics.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Vihaan | Iota | Chess | Bike
Uma | Theta | Athletics | Bus
Xavier | Alpha | Volleyball | Cycle
Fatima | Beta | Hockey | Car
Sahil | Gamma | Badminton | Van
Cyrus | Delta | Basketball | Metro
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 9

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Xavier does not prefer Alpha or Basketball. - The one who prefers Kappa drives Train. - Hina plays Cricket, and the one who drives Scooter prefers Beta. - Neither Jatin nor Sahil prefers Eta. - The Football player does not drive Bus. - If someone prefers Epsilon, then they do not play Tennis. Question: Who plays Chess?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Xavier does not prefer Alpha or Basketball.
- The one who prefers Kappa drives Train.
- Hina plays Cricket, and the one who drives Scooter prefers Beta.
- Neither Jatin nor Sahil prefers Eta.
- The Football player does not drive Bus.
- If someone prefers Epsilon, then they do not play Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Xavier | Kappa | Football | Van
Zoya | Alpha | Tennis | Scooter
Hina | Eta | Basketball | Bus
Jatin | Epsilon | Badminton | Train
Sahil | Gamma | Cricket | Truck
Tara | Beta | Chess | Ship
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 10

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Yash does not prefer Kappa or Tennis. - The one who prefers Iota drives Van. - Gaurav plays Badminton, and the one who drives Scooter prefers Zeta. - Neither Uma nor Fatima prefers Alpha. - The Athletics player does not drive Metro. - If someone prefers Epsilon, then they do not play Basketball. Question: Who drives the Van?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Yash does not prefer Kappa or Tennis.
- The one who prefers Iota drives Van.
- Gaurav plays Badminton, and the one who drives Scooter prefers Zeta.
- Neither Uma nor Fatima prefers Alpha.
- The Athletics player does not drive Metro.
- If someone prefers Epsilon, then they do not play Basketball.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Yash | Iota | Athletics | Train
Hina | Kappa | Basketball | Scooter
Gaurav | Alpha | Tennis | Metro
Uma | Epsilon | Table Tennis | Van
Fatima | Eta | Badminton | Bus
Bhavya | Zeta | Volleyball | Ship
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 11

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Aarav does not prefer Epsilon or Athletics. - The one who prefers Delta drives Van. - Fatima plays Football, and the one who drives Scooter prefers Kappa. - Neither Wafa nor Xavier prefers Alpha. - The Tennis player does not drive Bus. - If someone prefers Beta, then they do not play Hockey. Question: Who prefers the brand Delta?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Aarav does not prefer Epsilon or Athletics.
- The one who prefers Delta drives Van.
- Fatima plays Football, and the one who drives Scooter prefers Kappa.
- Neither Wafa nor Xavier prefers Alpha.
- The Tennis player does not drive Bus.
- If someone prefers Beta, then they do not play Hockey.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Aarav | Delta | Tennis | Cycle
Kaira | Epsilon | Hockey | Scooter
Fatima | Alpha | Athletics | Bus
Wafa | Beta | Table Tennis | Van
Xavier | Theta | Football | Truck
Gaurav | Kappa | Basketball | Car
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 12

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Uma does not prefer Kappa or Table Tennis. - The one who prefers Iota drives Cycle. - Omar plays Cricket, and the one who drives Train prefers Zeta. - Neither Ira nor Vihaan prefers Gamma. - The Chess player does not drive Scooter. - If someone prefers Alpha, then they do not play Tennis. Question: Who prefers the brand Alpha?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Uma does not prefer Kappa or Table Tennis.
- The one who prefers Iota drives Cycle.
- Omar plays Cricket, and the one who drives Train prefers Zeta.
- Neither Ira nor Vihaan prefers Gamma.
- The Chess player does not drive Scooter.
- If someone prefers Alpha, then they do not play Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Uma | Iota | Chess | Van
Diya | Kappa | Tennis | Train
Omar | Gamma | Table Tennis | Scooter
Ira | Alpha | Volleyball | Cycle
Vihaan | Epsilon | Cricket | Metro
Fatima | Zeta | Hockey | Truck
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 13

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Bhavya does not prefer Zeta or Cricket. - The one who prefers Alpha drives Van. - Gaurav plays Tennis, and the one who drives Metro prefers Epsilon. - Neither Eshan nor Aarav prefers Gamma. - The Hockey player does not drive Train. - If someone prefers Kappa, then they do not play Chess. Question: Who plays Athletics?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Bhavya does not prefer Zeta or Cricket.
- The one who prefers Alpha drives Van.
- Gaurav plays Tennis, and the one who drives Metro prefers Epsilon.
- Neither Eshan nor Aarav prefers Gamma.
- The Hockey player does not drive Train.
- If someone prefers Kappa, then they do not play Chess.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Bhavya | Alpha | Hockey | Scooter
Mira | Zeta | Chess | Metro
Gaurav | Gamma | Cricket | Train
Eshan | Kappa | Volleyball | Van
Aarav | Beta | Tennis | Bus
Fatima | Epsilon | Athletics | Truck
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 14

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Aarav does not prefer Delta or Tennis. - The one who prefers Iota drives Truck. - Eshan plays Badminton, and the one who drives Scooter prefers Beta. - Neither Gaurav nor Tara prefers Epsilon. - The Football player does not drive Car. - If someone prefers Alpha, then they do not play Athletics. Question: Who plays Tennis?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Aarav does not prefer Delta or Tennis.
- The one who prefers Iota drives Truck.
- Eshan plays Badminton, and the one who drives Scooter prefers Beta.
- Neither Gaurav nor Tara prefers Epsilon.
- The Football player does not drive Car.
- If someone prefers Alpha, then they do not play Athletics.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Aarav | Iota | Football | Bike
Laksh | Delta | Athletics | Scooter
Eshan | Epsilon | Tennis | Car
Gaurav | Alpha | Cricket | Truck
Tara | Gamma | Badminton | Metro
Diya | Beta | Chess | Train
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 15

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Nihal does not prefer Gamma or Volleyball. - The one who prefers Epsilon drives Bus. - Laksh plays Chess, and the one who drives Metro prefers Alpha. - Neither Mira nor Sahil prefers Eta. - The Cricket player does not drive Train. - If someone prefers Beta, then they do not play Hockey. Question: Who plays Hockey?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Nihal does not prefer Gamma or Volleyball.
- The one who prefers Epsilon drives Bus.
- Laksh plays Chess, and the one who drives Metro prefers Alpha.
- Neither Mira nor Sahil prefers Eta.
- The Cricket player does not drive Train.
- If someone prefers Beta, then they do not play Hockey.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Nihal | Epsilon | Cricket | Scooter
Cyrus | Gamma | Hockey | Metro
Laksh | Eta | Volleyball | Train
Mira | Beta | Football | Bus
Sahil | Delta | Chess | Van
Priya | Alpha | Tennis | Bike
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 16

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Omar does not prefer Zeta or Athletics. - The one who prefers Delta drives Metro. - Eshan plays Tennis, and the one who drives Cycle prefers Eta. - Neither Nihal nor Bhavya prefers Iota. - The Table Tennis player does not drive Van. - If someone prefers Kappa, then they do not play Basketball. Question: Who plays Table Tennis?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Omar does not prefer Zeta or Athletics.
- The one who prefers Delta drives Metro.
- Eshan plays Tennis, and the one who drives Cycle prefers Eta.
- Neither Nihal nor Bhavya prefers Iota.
- The Table Tennis player does not drive Van.
- If someone prefers Kappa, then they do not play Basketball.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Omar | Delta | Table Tennis | Scooter
Ira | Zeta | Basketball | Cycle
Eshan | Iota | Athletics | Van
Nihal | Kappa | Chess | Metro
Bhavya | Theta | Tennis | Bike
Hina | Eta | Volleyball | Ship
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 17

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Nihal does not prefer Gamma or Hockey. - The one who prefers Epsilon drives Bus. - Xavier plays Football, and the one who drives Bike prefers Eta. - Neither Laksh nor Zoya prefers Alpha. - The Chess player does not drive Van. - If someone prefers Zeta, then they do not play Table Tennis. Question: Who plays Table Tennis?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Nihal does not prefer Gamma or Hockey.
- The one who prefers Epsilon drives Bus.
- Xavier plays Football, and the one who drives Bike prefers Eta.
- Neither Laksh nor Zoya prefers Alpha.
- The Chess player does not drive Van.
- If someone prefers Zeta, then they do not play Table Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Nihal | Epsilon | Chess | Cycle
Hina | Gamma | Table Tennis | Bike
Xavier | Alpha | Hockey | Van
Laksh | Zeta | Badminton | Bus
Zoya | Beta | Football | Metro
Eshan | Eta | Cricket | Ship
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 18

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Omar does not prefer Iota or Football. - The one who prefers Epsilon drives Cycle. - Ira plays Athletics, and the one who drives Bus prefers Theta. - Neither Laksh nor Qadir prefers Kappa. - The Hockey player does not drive Ship. - If someone prefers Gamma, then they do not play Cricket. Question: Who drives the Van?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Omar does not prefer Iota or Football.
- The one who prefers Epsilon drives Cycle.
- Ira plays Athletics, and the one who drives Bus prefers Theta.
- Neither Laksh nor Qadir prefers Kappa.
- The Hockey player does not drive Ship.
- If someone prefers Gamma, then they do not play Cricket.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Omar | Epsilon | Hockey | Bike
Wafa | Iota | Cricket | Bus
Ira | Kappa | Football | Ship
Laksh | Gamma | Chess | Cycle
Qadir | Beta | Athletics | Metro
Cyrus | Theta | Table Tennis | Van
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 19

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Tara does not prefer Eta or Table Tennis. - The one who prefers Epsilon drives Ship. - Hina plays Tennis, and the one who drives Van prefers Iota. - Neither Wafa nor Uma prefers Beta. - The Cricket player does not drive Bus. - If someone prefers Kappa, then they do not play Football. Question: Who prefers the brand Epsilon?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Tara does not prefer Eta or Table Tennis.
- The one who prefers Epsilon drives Ship.
- Hina plays Tennis, and the one who drives Van prefers Iota.
- Neither Wafa nor Uma prefers Beta.
- The Cricket player does not drive Bus.
- If someone prefers Kappa, then they do not play Football.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Tara | Epsilon | Cricket | Scooter
Diya | Eta | Football | Van
Hina | Beta | Table Tennis | Bus
Wafa | Kappa | Volleyball | Ship
Uma | Delta | Tennis | Truck
Jatin | Iota | Hockey | Metro
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.

Question 20

Six persons have distinct preferences across Brand, Sport, and Vehicle. Using the clues, determine the complete mapping and answer: - Zoya does not prefer Iota or Volleyball. - The one who prefers Zeta drives Ship. - Fatima plays Badminton, and the one who drives Car prefers Beta. - Neither Xavier nor Aarav prefers Kappa. - The Athletics player does not drive Truck. - If someone prefers Epsilon, then they do not play Tennis. Question: Who prefers the brand Beta?
CAT/GMAT-Style Multi-Parameter Table
Create a 6x4 table (Person x Brand x Sport x Vehicle).
Apply constraints in layers: negative exclusions first, then direct mappings, then conditional implications.
- Zoya does not prefer Iota or Volleyball.
- The one who prefers Zeta drives Ship.
- Fatima plays Badminton, and the one who drives Car prefers Beta.
- Neither Xavier nor Aarav prefers Kappa.
- The Athletics player does not drive Truck.
- If someone prefers Epsilon, then they do not play Tennis.
Continue elimination until each row has a unique triplet.
Verified final mapping:
Person | Brand | Sport | Vehicle
--- | --- | --- | ---
Zoya | Zeta | Athletics | Scooter
Gaurav | Iota | Tennis | Car
Fatima | Kappa | Volleyball | Truck
Xavier | Epsilon | Football | Ship
Aarav | Eta | Badminton | Train
Yash | Beta | Basketball | Metro
Efficiency tip: Track constraints per attribute as sets; propagate implications ('If A then not B').
Verification:
- Each attribute used exactly once across persons.
- All conditional and negative clues hold.
- No contradictions; unique solution obtained.
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