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Among A, B, C and D, one is a doctor, one is a teacher, one is an engineer, and the other is a lawyer. The teacher is older to B but younger than D. B
Question

Among A, B, C and D, one is a doctor, one is a teacher, one is an engineer, and the other is a lawyer. The teacher is older to B but younger than D. B is older to the doctor and younger than C. Which among the following is a conclusive inference?

A.

A is the engineer

B.

B is the lawyer

C.

C is the teacher

D.

D is not the doctor

Correct option is C

Given:
There are 4 people: A, B, C, D
4 professions: doctor, teacher, engineer, lawyer
Age clues are provided.

Solution:

Let's write the age-related clues step-by-step:
The teacher is older than B but younger than D
So:
D > Teacher > B … (i)

B is older than the doctor and younger than C
So:
C > B > Doctor … (ii)

Now, combine both statements: From (i): D > Teacher > B
From (ii): C > B > Doctor

So, overall: D > Teacher > B > Doctor
and
C > B > Doctor

Now if we try to place all people accordingly:

C is older than B, and D is older than the teacher.

So possible relative order (from oldest to youngest):
D > Teacher > B > Doctor

From this, we can see:

D is older than the teacher

Teacher ≠ D → So D is not the teacher

B is not the teacher

Doctor is younger than B, so D ≠ Doctor as well

Because D is oldest, and the doctor is younger than B, we conclude:

 D is not the doctor → Correct and conclusive
Important Key Points:
Use inequality chains to place individuals in order of age.
D is the oldest, doctor is younger than B → eliminates D as doctor.
Other options can't be concluded definitively with given data.

Knowledge Booster:
(A) A is the engineer – Not enough info about A.

(B) B is the lawyer – No profession-age link for B.

(C) C is the teacher – C is older than B, but could be older than the teacher too; no direct proof.

(D) is the only conclusive inference.

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