Comprehension
Read the following information for questions and chose the most appropriate option:
P and Q are good in driving Motor cycle and Jeep. R and P are good in driving Jeep and Lorry. R, S and T are good in driving Motor Cycle and Lorry. T and R are good in driving Bus and Tempo. S and Q are good in driving Bus and Jeep.
Question: 1
Who is good in driving motorcycle, lorry and tempo?
Who is good in driving motorcycle, lorry and tempo?
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When multiple skills are required, take intersections of the eligible sets and then match with the given options.
Updated On: Aug 14, 2025
- P
- Q
- T
- S
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The Correct Option is C
Solution and Explanation
Step 1: List requirements — needs Motorcycle \& Lorry \& Tempo.
Step 2: From statements
- Motorcycle \& Lorry: \{R, S, T\}.
- Tempo: \{R, T\} (from “T and R are good in Bus and Tempo”).
Step 3: Intersection
\{R, S, T\} $\cap$ \{R, T\} = \{R, T\}.
Step 4: Match with options
Among the choices \{P, Q, T, S\}, only T appears. Hence, the answer is T.
Step 2: From statements
- Motorcycle \& Lorry: \{R, S, T\}.
- Tempo: \{R, T\} (from “T and R are good in Bus and Tempo”).
Step 3: Intersection
\{R, S, T\} $\cap$ \{R, T\} = \{R, T\}.
Step 4: Match with options
Among the choices \{P, Q, T, S\}, only T appears. Hence, the answer is T.
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Question: 2
Who is good in driving Motorcycle, Jeep and Lorry but not Bus?
Who is good in driving Motorcycle, Jeep and Lorry but not Bus?
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List each person’s vehicles, then eliminate by the “not” condition first—it quickly narrows choices.
Updated On: Aug 14, 2025
- R
- S
- P
- T
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The Correct Option is C
Solution and Explanation
From the statements:
P: Motorcycle, Jeep; and (with R) Jeep, Lorry — P has Motorcycle, Jeep, Lorry; no Bus/Tempo given.
R: has Jeep, Lorry; Motorcycle, Lorry; Bus, Tempo — includes Bus (so excluded).
S: Motorcycle, Lorry; Bus, Jeep — includes Bus (so excluded).
T: Motorcycle, Lorry; Bus, Tempo — lacks Jeep (so excluded).
Hence, P alone fits Motorcycle + Jeep + Lorry but not Bus.
P: Motorcycle, Jeep; and (with R) Jeep, Lorry — P has Motorcycle, Jeep, Lorry; no Bus/Tempo given.
R: has Jeep, Lorry; Motorcycle, Lorry; Bus, Tempo — includes Bus (so excluded).
S: Motorcycle, Lorry; Bus, Jeep — includes Bus (so excluded).
T: Motorcycle, Lorry; Bus, Tempo — lacks Jeep (so excluded).
Hence, P alone fits Motorcycle + Jeep + Lorry but not Bus.
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Question: 3
Who is good in driving Tempo, Motorcycle, Lorry but not Jeep?
Who is good in driving Tempo, Motorcycle, Lorry but not Jeep?
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When a “but not” clause appears, check that disqualifier immediately after confirming the required set.
Updated On: Aug 14, 2025
- S
- T
- R
- Q
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The Correct Option is B
Solution and Explanation
Need Tempo, Motorcycle, Lorry and no Jeep.
T: Bus, Tempo and Motorcycle, Lorry — has all three and no Jeep.
R: has Tempo and (Motorcycle, Lorry) but also Jeep (so excluded).
S, Q: neither has Tempo.
Hence, T.
T: Bus, Tempo and Motorcycle, Lorry — has all three and no Jeep.
R: has Tempo and (Motorcycle, Lorry) but also Jeep (so excluded).
S, Q: neither has Tempo.
Hence, T.
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Question: 4
Who is good in driving all the vehicles (Motorcycle, Jeep, Lorry, Bus, Tempo)?
Who is good in driving all the vehicles (Motorcycle, Jeep, Lorry, Bus, Tempo)?
Show Hint
Take the union of each person’s listed skills to see who covers the full set.
Updated On: Aug 14, 2025
- R
- P
- S
- T
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The Correct Option is A
Solution and Explanation
R appears in: (Jeep, Lorry), (Motorcycle, Lorry), (Bus, Tempo) — union gives \{Motorcycle, Jeep, Lorry, Bus, Tempo\}.
P lacks Bus/Tempo; S lacks Tempo; T lacks Jeep. Therefore only R has all five.
P lacks Bus/Tempo; S lacks Tempo; T lacks Jeep. Therefore only R has all five.
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