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Direction: Study the information given below carefully and answer the question that follow.
Eight persons, A, B, C, D, E, F, G and H attend a seminar on different dates, 5th and 11th of different months, January, February, March and April in a year. Only one person attend the seminar on each day.
Four persons attend the seminar between H and A, who attends the seminar just before G. One person attends the seminar between G and E. B attends the seminar on 5th January. D attends the seminar after H. C doesn’t attend the seminar in February. Exactly three persons don’t attend the seminar between F and D.
How many persons attend the seminar between E and B?
4
2
3
1
None of these
- We have eight individuals and specific conditions about their seminar dates.
- B is known to attend the seminar on 5th January.
- Four persons attend between H and A, who comes just before G.
- D attends after H, with exactly three persons between F and D.
- C does not attend in February.
- One person attends between G and E.
Let's deduce:
- The sequence derived from the conditions is:
- B attending on 5th January,
- Then H followed by five persons till A,
- A attending right before G.
- Next D comes after H, maintaining the gap after F.
- The sequence thus fills in: B, H, _, _, _, A, G, E/D/C and at different positions until C.
After fitting these pieces, we find two persons between E and B.
- Correct Answer: 2, 2
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