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Direction: Study the following information carefully and answer the question given below.
E, R, K, S, A and G are six friends who have their birthdays either on 11th or 18th of three different months - March, May and November but not necessarily in the same order. No two persons have a birthday on the same day. R has a birthday on the 18th of the month. E does not have her birthday in the last. Number of persons having birthdays before K is same as the number of persons having birthdays after R . Only two persons have a birthday before G. E has a birthday in a month having 30 days. Not more than two persons have a birthday after S. R and A have their birthdays in different months.
How many persons have their birthdays between R and G?
Two
Three
None
One
Four
- R has a birthday on the 18th of the month.
- E doesn't celebrate her birthday in November.
- The number of people before K equals the number after R.
- K's placement is key in balancing the arrangement.
- Only two people have birthdays before G.
- E's birthday occurs in a 30-day month.
- S has at most two people after her.
- R and A are in different months.
Given these constraints:
- G's birthday is on March 18th.
- E's birthday is on May 11th.
- K might be on March 11th.
- R is on May 18th.
- S usually will be on November 11th.
- A will be on November 18th.
To solve how many people are between R and G:
- G comes before R, with K and E between them.
- Two people, K and E, are between R and G.
Susmita Behera
Full explanation please ??
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