A perfect statistician is doing a survey, in a housing estate and knocks on one door. A lady opens it and he ask's her how many children she has. She replies 3. He then ask's her their ages but she feels that he's being rude and it's none of his business so she refuses him and closed the door. He knocks again and appologises for his apparent rudeness and ask's if she'd give him a clue to their ages so she agrees
1) she say's if you multiply the 3 ages you get 36.
He is still very unsure and ask's for another clue.
2) she say's if you add up their ages you get the number of the house next door. He checks the house next door and ask's for another clue.
3)She tells him that after she had her first child, she was reluctant to have a second.
Assuming that the 3 ages are all whole numbers, and that the clues are accurrate,what are the three ages?
1) she say's if you multiply the 3 ages you get 36.
He is still very unsure and ask's for another clue.
2) she say's if you add up their ages you get the number of the house next door. He checks the house next door and ask's for another clue.
3)She tells him that after she had her first child, she was reluctant to have a second.
Assuming that the 3 ages are all whole numbers, and that the clues are accurrate,what are the three ages?
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