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Among A, B, C and D, there is a lawyer, a doctor, a teacher and a journalist. They drink exactly one each of tea, coffee, lemonade and milk. If neithe
Question

Among A, B, C and D, there is a lawyer, a doctor, a teacher and a journalist. They drink exactly one each of tea, coffee, lemonade and milk. If neither the lawyer nor the teacher drinks milk, B drinks coffee, A is the teacher and C is the doctor and drinks tea, then which of the following is FALSE?

A.

A drinks lemonade 

B.

B is the journalist

C.

The lawyer drinks coffee

D.

D drink milk. 

Correct option is B

Given:

Persons: A, B, C, D
Professions: Lawyer, Doctor, Teacher, Journalist
Drinks: Tea, Coffee, Lemonade, Milk

Solution:

Clues:

  1. Neither the lawyer nor the teacher drinks milk
  2. B drinks coffee
  3. A is the teacher
  4. C is the doctor and drinks tea

Step-by-Step Deduction:

From (3) and (4):

  • A = Teacher
  • C = Doctor, drinks Tea

From (2):

  • B drinks Coffee

From (1):

  • Lawyer ≠ Milk
  • Teacher ≠ Milk → A ≠ Milk

Now assign drinks so that no one repeats and all 4 drinks are used.

Step 1: Drinks assigned so far:

  • C → Tea
  • B → Coffee
  • So, Tea and Coffee are taken.

Remaining drinks: Lemonade, Milk
Remaining people for drinks: A, D

A ≠ Milk (teacher can't drink milk) → So A drinks Lemonade
So D drinks Milk

So far:

Now assign professions to B and D from remaining: Lawyer, Journalist

We already have:

  • A → Teacher
  • C → Doctor

From clue (1): Lawyer ≠ Milk → D ≠ Lawyer
So D must be Journalist, and B = Lawyer

Final mapping:

Evaluate each option:

A. A drinks lemonade → True
B. B is the journalist → False (B is the Lawyer)
C. The lawyer drinks coffee → True (B is the lawyer, drinks coffee)
D. D drinks milk → True

Final Answer: (B) B is the journalist is FALSE.

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