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Eight persons Richard, Robin, Ronald, Russel, Rahul, Rohit, Robert, and Randy were attending a meeting in eight different months viz. April, March, May, June, August, September, November, and December of the same year. They were born on the same day of the same month in a different year i.e. 1992, 1968, 1990, 1964, 1981, 1986, 1972, and 1977. Their ages were considered with respect to 2017 on the same day as their date of births. Not more than one person attends the meeting in the same month. All the above information is not necessarily in the same order.
Only three people are attending the meeting between Russel and the one whose age is a prime number. One who is the third youngest among the people whose age is a multiple of three attends the meeting in November. Rohit age is not a square number. Richard’s age is not a prime number. Robert is the eldest person and attends meetings before Russel. Only one person attends the meeting between Rohit and the one who is born in 1992. The difference between the ages of Ronald and Rahul is twice the square root of the ages of one of any eight persons. One who is the youngest doesn’t attend the meeting on a month which has 30 days. Two people are attending the meeting between Robin and Rahul. Robin attends the meeting before Rahul but not in March month. The difference between the ages of Ronald and Rohit is one year more than that of the difference between Rahul and Richard. Russel was born in one of the years before Robin. Russel attends the meeting in a month which has less than 31 days. The number of people attending the meeting before Russel is as same as the number of people attending the meeting after Randy. Rahul doesn’t attend the meeting before Randy.
Solution :
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