Two brothers each aged between 10 and 90 combined their ages by writing them down one after the other to

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Previous Question: click on "skip this question" and see answers in replies section In a group of 200 people, number of people having at least primary education: number of people having at least middle school education: number of people having at least high school education are in the ratio 7 : 3 : 1. Out of these, 90 play football and 60 play hockey. Also, 5 in category III (people having high school education) and one-fourth each in categories I and II (people having primary school education only and people having middle school education but not high school education, respectively) do not play any game. In each of the above categories, the number of people who play only hockey equals the number of people who play only football. Two persons each in categories I and II and one person in category III play both the games. Two persons who play both the games are uneducated (category IV). Five persons in category III play only hockey.Assume middle school education can be had only after completing primary school and high school education can be had only after completing middle school. Also all people in the group fall under one of the four categories described above.1) How many people have middle school education? 1. 332. 323. 484. 645. 66How many high school educated people do not play football? 1. 62. 83. 104. 125. 203) How many people having middle school, but not high school, education play only football? 1. 22. 73. 114. 155. 204) How many people who completed primary school could not finish middle school? 1. 482. 643. 804. 965. 1005) How many uneducated people play neither hockey nor football? 1. 152. 203. 234. 285. 60

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(#M40015791) MBA question number systems, progressions Keep an EYE

Two brothers, each aged between 10 and 90, "combined" their ages by writing them down one after the other to create a four digit number, and discovered this number to be the square of an integer. Nine years later they repeated this process (combining their ages in the same order) and found that the combination was again a square of another integer. What was the sum of their original ages?

1) 37
2) 55
3) 63
4) 71: Asked In MBA (11 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution

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Latest MBA Aptitude Question SOLUTION: Two brothers, each aged between 10 and 90, "combined" their ages by writing them down one after the other to create a four digit number, and discovered this number to be the squar

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(#M40015791) MBA question number systems, progressions Keep an EYE

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