The third clue may imply that the two largest numbers are not equal, but not necessarily; So the answer will be 3 numbers that are larger than 0.

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### Can you guess what are the ages of three daughters?

**3 daughters riddle 72**. 1 1 72 74 1 2 36 39 1 3 24 28 1 4 18 23 1 6 12. 9 x 2 x 2; The age of three daughters:

Next, we know that the numbers all multiply to equal 36 right? What has words, but never speaks? Well, what would the answer look like?

So the answer will be 3 numbers that are larger than 0. All the winnings were piled up on the table. 1 * 1 * 72 = 72.

1 1 72 74 1 2 36 39 1 3 24 28 1 4 18 23 1 6 12 19 1 8 9 18 2. The first man replies the sum of their ages is equal to his house. 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.”.

After thinking the second man was unable to find the answer and asked for another clue. The product of the ages of my three children is 72 and their ages sum to the same number as where i live. 2, 3, 12 and 1, 8, 9 and both of these groups have a single largest number.

Let’s look at the possibilities… ages: She told her guests, “i have a riddle for you. The mathematician, john, has three daughters and his student mary wants to determine the ages of john's daughters.

A census taker approaches a woman leaning on her gate and asks about her children. The rest have unique sums: How old are my children?

The only thing that we know from their conversation is that there are 3 daughters whose ages multiply to 72. After thinking the second man was unable to find the answer and asked for another clue. 36 x 1 x 1;

2 + 2 + 18 = 22 2 + 3 + 12 = 18 2 + 4 + 9 = 15 3 + 4 + 6 = 13 the house number alone would have identified any of these groups. 1) product of ages is 72. Since more information was required, we know the sum left the answer unknown.

How old are my daughters?” the guests went outside to look at the house number. A friend of mine has three daughters i was visiting an old friend of mine the other day, and i remembered that he had three daughters. We will list down all the possible multiplication of 3 numbers that lead to the result 72.

The sum of their ages is the same as my house number. One eye said, 'i have won 1/2' and took a large handful or two. The riddle is as below;

3 x 3 x 4; The sum of their ages is the number on this gate. the census taker does some calculation and claims not to. 6 x 3 x 2;

Three pirates, one eye, long john, and peg leg, were gambling with pieces of gold. The first man told him that the product of their ages (them all multiplied together,) was 36. Next, we know that the numbers all multiply to equal 36 right?

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.. A second, intelligent man, asked him the ages of his daughters. 2 + 2 + 18 = 22 2 + 3 + 12 = 18 2 + 4 + 9 = 15 3 + 4 + 6 = 13 the house number alone would have identified any of these groups.

18 x 2 x 1; The mathematician replies, “let me offer you a riddle to make this interesting. 6 x 6 x 1;

Since more information was required, we know the sum left the answer unknown. A mathematician threw a party. A man has three daughters.

John provides his first clue as to his daughters' ages: The second clue appears to be a red herring (or it was told wrong); Census puzzle solution the puzzle:

1 * 2 * 36 = 72. 12 x 3 x 1; The rest have unique sums:

So, 3 numbers with a product of 72. They thought for a few minutes, and then said, “this riddle can’t be. We know that there are 3 daughters whose ages multiply to 72.

The first man told him that the product of their ages (them all multiplied together,) was 36. 3 + 3 + 4 = 10 the narrator knew the number of the man’s house, so the only way that this clue didn’t help him is if the sum is 13, in which case it’s still ambiguous. A second, intelligent man, asked him the ages of his daughters.

Any positive number is probably a house number somewhere. Here, i’ll even do the work for you: Those are all the number sets that multiply out into 36.

When you multiply their ages together, the answer is 72. Being mathematically inclined, john wants to let mary determine the ages through maths. There are 3 daughters, and they are an age.

The census taker walks next door, comes back and says i need more information. Below are all possibilities to get 72 from product of three different ages: Lana says april 30, 2016 @ 20:11.

What has hands, but can’t clap? Also, my oldest child likes chocolate ice cream. The product of the ages of my three children is 72 and their ages sum to the same number as where i live.

Here, i'll even do the work for you: The product of their ages is 72. 1 * 3 * 24 = 72.

The census taker tries to figure it out but eventually replies, “i still do not know.”. 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?. A man has three daughters.

Peg leg said, ' i have won 1/6' and took a small handful. There are 3 daughters, and they are an age. Let’s look at the possibilities.

Daughters born less than 12 months apart would share the same age for a short time every year. Shyam is able to guess after the third hint. Long john said, 'i have won 1/3' and took a handful.

Man with 3 daughters of different ages.

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