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A, B, C, D, and E are five friends who have different pets. A has a dog, B has a

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Question: A, B, C, D, and E are five friends who have different pets. A has a dog, B has a cat, C has a rabbit, D has a parrot, and E has a fish. If A and C cannot be in the same room, which pet is most likely to be in the same room as D?

Options:

  1. Dog
  2. Cat
  3. Rabbit
  4. Fish

Correct Answer: Cat

Solution: 

B\'s cat can be in the same room as D\'s parrot since A and C cannot be together.

A, B, C, D, and E are five friends who have different pets. A has a dog, B has a

Practice Questions

Q1
A, B, C, D, and E are five friends who have different pets. A has a dog, B has a cat, C has a rabbit, D has a parrot, and E has a fish. If A and C cannot be in the same room, which pet is most likely to be in the same room as D?
  1. Dog
  2. Cat
  3. Rabbit
  4. Fish

Questions & Step-by-Step Solutions

A, B, C, D, and E are five friends who have different pets. A has a dog, B has a cat, C has a rabbit, D has a parrot, and E has a fish. If A and C cannot be in the same room, which pet is most likely to be in the same room as D?
  • Step 1: Identify the friends and their pets: A has a dog, B has a cat, C has a rabbit, D has a parrot, and E has a fish.
  • Step 2: Note the restriction: A and C cannot be in the same room.
  • Step 3: Determine who can be in the same room with D. Since A cannot be with C, we need to see who else can be with D.
  • Step 4: Since A has a dog and cannot be with C, A can be in a different room from D.
  • Step 5: The only friends left who can be with D are B, C, and E.
  • Step 6: C cannot be with A, but C can be with D. However, since A is not with D, we focus on B and E.
  • Step 7: B's cat can be in the same room as D's parrot because there are no restrictions on B and D.
  • Step 8: Therefore, the pet most likely to be in the same room as D is B's cat.
  • Logical Reasoning – The question tests the ability to deduce relationships and constraints among different entities based on given conditions.
  • Process of Elimination – The question requires eliminating options based on the restriction that A and C cannot be in the same room.
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