Will census taker ask for ages of children?

Asked By: Brandyn Goyette
Date created: Mon, Feb 8, 2021 4:07 PM
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Answered By: Antone Zulauf
Date created: Tue, Feb 9, 2021 6:10 PM
The reason the census taker could not figure out the children's ages is because, even with knowing the number on the house next , there were still two possibilities. The only way that the product could be 36 and still leave two possibilities is when the sum equals 13… So the children's ages are 9, 2 and 2.

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What are their ages?? math puzzle || unsolvable logic puzzle

What are their ages?? math puzzle || unsolvable logic puzzle
Answered By: Carroll Schumm
Date created: Wed, Feb 10, 2021 9:09 PM
A census taker visits the home of a mathematician and asks for the ages of his children. The mathematician replies, “Let me offer you a riddle to make this interesting. If you add up the ages of my 3 children you will get the number of my house, and if you multiply the ages of my children you will get 72.”
Answered By: Loma Schimmel
Date created: Fri, Feb 12, 2021 2:48 AM
The reason the census taker could not figure out the children's ages is because, even with knowing the number on the house next, there were still two possibilities. The only way that the product could be 36 and still leave two possibilities is when the sum equals 13. These possibilities being 9, 2 and 2 and 6, 6 and 1.
Answered By: Izabella Brekke
Date created: Fri, Feb 12, 2021 9:26 PM
Provide Assistance to Children and Families. We ask about the number and age of children in families, health insurance status, and income to help communities enroll eligible families in programs designed to assist them such as: Medicaid; Children’s Health Insurance Program (CHIP) Educate Children and Adults
Answered By: Keeley Champlin
Date created: Mon, Feb 15, 2021 12:52 AM
A census taker approaches a woman leaning on her gate and asks about her children. She says, "I have three children and the product of their ages is seventy–two. The sum of their ages is the number on this gate." The census taker does some calculation and claims not to have enough information.
Answered By: Moses Goldner
Date created: Mon, Feb 15, 2021 5:29 AM
Census Puzzle. A census taker approaches a house and asks the woman who answers the door "How many children do you have, and what are their ages?" The woman replies "I have three children, the product of their ages are 36, the sum of their ages are equal to the address of the house next door." The census taker walks next door, comes back and says ...
Answered By: Maribel Altenwerth
Date created: Mon, Feb 15, 2021 6:48 AM
A census taker visits a house and asks the woman at the door how many children she has and their ages. She answers, “3 children. The product of their ages equals 72, and the sum of all the ages is the same number as my house number.” The census taker looks at the house number and says, “This is not enough information.”
Answered By: Jadon Hermann
Date created: Wed, Feb 17, 2021 3:07 AM
A census-taker knocks on a door, and asks the woman inside how many children she has and how old they are. “I have three daughters, their ages are whole numbers, and the product of the ages is 36,” says the mother. “That’s not enough information,” responds the census-taker.
Answered By: Kayla Daniel
Date created: Fri, Feb 19, 2021 12:34 AM
Answers archive. Answers. Click here to see ALL problems on Age Word Problems. Question 927551: During a recent census, a man told the census taker that he had 3 children. When asked their ages, he replied, "The product of their ages is 72. The sum of their ages is the same as my house number."
Answered By: Jazmin Weimann
Date created: Sun, Feb 21, 2021 2:59 AM
Ask to enter your home or ask you to step outside. “They just ask for basic data about who you are, your age, what’s your relationship to other members of your household,” said Adamson. Census takers will wear a photo I.D. badge, along with a branded shirt and bag. They were scheduled to complete their door knocks by September.
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"unsolvable" logic puzzle: what are their ages?

"unsolvable" logic puzzle: what are their ages?
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