Comprehension
Answer the questions on the basis of the information given below.
A, B, C, D, E, and F are a group of friends. There are two housewives, one professor, one engineer, one accountant and one lawyer in the group. There are only two married couples in the group. The lawyer is married to D, who is a housewife. No woman in the group is either an engineer or an accountant. C, the accountant, is married to F, who is a professor. A is married to a housewife. E is not a housewife.
Question: 1
Which of the following is one of the married couples?
Which of the following is one of the married couples?
Show Hint
Start with the accountant and the professor, since their marriage is given. Then ask who can be the lawyer, given that A is married to a housewife.
Updated On: Nov 7, 2026
- A & B
- B & E
- D & E
- A & D
Show Solution
Verified By Collegedunia
The Correct Option is D
Solution and Explanation
Step 1: Understanding the Question:
Six friends A to F have six different jobs: two housewives, a professor, an engineer, an accountant and a lawyer. Exactly two of them are married couples. We must find which pair is married.
Step 2: Use the accountant.
C is the accountant. No woman in the group is an accountant, so C is a man. C is married to F, the professor, so F is a woman. This gives the first couple: C and F.
Step 3: Use the lawyer.
The lawyer is married to D, who is a housewife. A housewife is a woman, so the lawyer is a man. This is the second couple: the lawyer and D.
There are only two married couples, so the married people are exactly C, F, D and the lawyer.
Step 4: Find who the lawyer is.
The clue says A is married to a housewife, so A must be among the married people. A is not C, F or D.
The only married person left is the lawyer, so A is the lawyer. This fits the clue, since the lawyer's wife D is a housewife.
So the second couple is A and D.
Step 5: Check each option.
Option (1), A and B: A is already married to D, and there are only two couples, so this is wrong.
Option (2), B and E: neither is among the married people C, F, D, A, so this is wrong.
Option (3), D and E: D is married to A, not E, so this is wrong.
Option (4), A and D: this is the couple we found, so it is correct.
Final Answer:
The two married couples are C and F, and A and D. Among the options only A and D is a couple, so option (4) is correct. \[ \boxed{\text{Option (4): the pair A and D}} \]
Six friends A to F have six different jobs: two housewives, a professor, an engineer, an accountant and a lawyer. Exactly two of them are married couples. We must find which pair is married.
Step 2: Use the accountant.
C is the accountant. No woman in the group is an accountant, so C is a man. C is married to F, the professor, so F is a woman. This gives the first couple: C and F.
Step 3: Use the lawyer.
The lawyer is married to D, who is a housewife. A housewife is a woman, so the lawyer is a man. This is the second couple: the lawyer and D.
There are only two married couples, so the married people are exactly C, F, D and the lawyer.
Step 4: Find who the lawyer is.
The clue says A is married to a housewife, so A must be among the married people. A is not C, F or D.
The only married person left is the lawyer, so A is the lawyer. This fits the clue, since the lawyer's wife D is a housewife.
So the second couple is A and D.
Step 5: Check each option.
Option (1), A and B: A is already married to D, and there are only two couples, so this is wrong.
Option (2), B and E: neither is among the married people C, F, D, A, so this is wrong.
Option (3), D and E: D is married to A, not E, so this is wrong.
Option (4), A and D: this is the couple we found, so it is correct.
Final Answer:
The two married couples are C and F, and A and D. Among the options only A and D is a couple, so option (4) is correct. \[ \boxed{\text{Option (4): the pair A and D}} \]
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Question: 2
What is E's profession?
What is E's profession?
Show Hint
First find the lawyer and the other jobs that are already named. Then look at which two jobs are left for B and E.
Updated On: Nov 7, 2026
- Engineer
- Lawyer
- Professor
- Accountant
Show Solution
Verified By Collegedunia
The Correct Option is A
Solution and Explanation
Step 1: Understanding the Question:
We need the profession of E. We first settle who holds each of the six jobs, then read off E's job.
Step 2: Fix the known jobs.
C is the accountant and F is the professor. D is a housewife, and D's husband is the lawyer.
No woman is an engineer or an accountant, so C is a man. C is married to F, so F is a woman.
Step 3: Identify the lawyer.
The married people are C, F, D and the lawyer. A is married to a housewife, so A is among them, and the only place free is the lawyer. So A is the lawyer.
Step 4: Fill the jobs of B and E.
The jobs used so far are accountant (C), professor (F), lawyer (A) and one housewife (D). The jobs left are one housewife and one engineer, to be shared between B and E.
E is not a housewife, so E must be the engineer. B is the second housewife.
Step 5: Check the other options.
Option (2), lawyer: that is A.
Option (3), professor: that is F.
Option (4), accountant: that is C.
Only option (1), engineer, is left for E. It also agrees with the clue that no woman is an engineer, because E is then a man.
Final Answer:
E is the engineer, which is option (1). \[ \boxed{\text{Option (1): Engineer}} \]
We need the profession of E. We first settle who holds each of the six jobs, then read off E's job.
Step 2: Fix the known jobs.
C is the accountant and F is the professor. D is a housewife, and D's husband is the lawyer.
No woman is an engineer or an accountant, so C is a man. C is married to F, so F is a woman.
Step 3: Identify the lawyer.
The married people are C, F, D and the lawyer. A is married to a housewife, so A is among them, and the only place free is the lawyer. So A is the lawyer.
Step 4: Fill the jobs of B and E.
The jobs used so far are accountant (C), professor (F), lawyer (A) and one housewife (D). The jobs left are one housewife and one engineer, to be shared between B and E.
E is not a housewife, so E must be the engineer. B is the second housewife.
Step 5: Check the other options.
Option (2), lawyer: that is A.
Option (3), professor: that is F.
Option (4), accountant: that is C.
Only option (1), engineer, is left for E. It also agrees with the clue that no woman is an engineer, because E is then a man.
Final Answer:
E is the engineer, which is option (1). \[ \boxed{\text{Option (1): Engineer}} \]
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Question: 3
How many members of the group are males?
How many members of the group are males?
Show Hint
Work out every person's job first. The clues that no woman is an engineer or an accountant then tell you who must be a man.
Updated On: Nov 7, 2026
- 2
- 3
- 4
- Cannot be determined
Show Solution
Verified By Collegedunia
The Correct Option is B
Solution and Explanation
Step 1: Understanding the Question:
We must count the men in the group of six friends. To do this we need the sex of each person, and the clues about jobs and marriages give it.
Step 2: Settle the jobs.
C is the accountant, F is the professor, D is a housewife, A is the lawyer (the lawyer is the fourth married person and A is married), E is the engineer (E is not a housewife) and B is the other housewife.
Step 3: Women in the group.
D and B are housewives, so they are women. C, the accountant, is a man because no woman is an accountant. F is married to C, so F is a woman.
So there are three women: B, D and F.
Step 4: Men in the group.
C is the accountant, and no woman is an accountant, so C is a man.
E is the engineer, and no woman is an engineer, so E is a man.
A is the lawyer married to the housewife D, so A is a man.
So there are three men: A, C and E.
Step 5: Check the total and the options.
Three men plus three women make six people, which is the full group. So the number of males is 3.
Option (1), 2, undercounts, and misses one of A, C or E. Option (3), 4, would need one of B, D or F to be a man, but B and D are housewives and F is married to a man. Option (4), cannot be determined, is wrong because the clues fix every person's job and sex.
Final Answer:
There are 3 males (A, C and E), so option (2) is correct. \[ \boxed{\text{Option (2): 3}} \]
We must count the men in the group of six friends. To do this we need the sex of each person, and the clues about jobs and marriages give it.
Step 2: Settle the jobs.
C is the accountant, F is the professor, D is a housewife, A is the lawyer (the lawyer is the fourth married person and A is married), E is the engineer (E is not a housewife) and B is the other housewife.
Step 3: Women in the group.
D and B are housewives, so they are women. C, the accountant, is a man because no woman is an accountant. F is married to C, so F is a woman.
So there are three women: B, D and F.
Step 4: Men in the group.
C is the accountant, and no woman is an accountant, so C is a man.
E is the engineer, and no woman is an engineer, so E is a man.
A is the lawyer married to the housewife D, so A is a man.
So there are three men: A, C and E.
Step 5: Check the total and the options.
Three men plus three women make six people, which is the full group. So the number of males is 3.
Option (1), 2, undercounts, and misses one of A, C or E. Option (3), 4, would need one of B, D or F to be a man, but B and D are housewives and F is married to a man. Option (4), cannot be determined, is wrong because the clues fix every person's job and sex.
Final Answer:
There are 3 males (A, C and E), so option (2) is correct. \[ \boxed{\text{Option (2): 3}} \]
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