Question

2 mathematician met after a long time. 1 asked the other about their life. 1 said that he has 3 daughters. Other asked the age. So 1 said i will give you clues. Other said Ok. Give 1st clue.
1. "The product of the ages of my daughters is 36".
other asked for another clue.
2. "The sum of the ages is equal to my house number"
other again asked for another clue.
3. " My youngest Daughter has blue Eyes "

Now the other friend found the ages of his friends daughters. Can you ?

Answer 1

i think it is 2,3,6

Answer 2

it hs 2 be 2,3,6 only i thnk so

Answer 3

wrong

Answer 4

1,4,9

Answer 5

what is the significance of hint 3? can you tell me sweetz......

Answer 6

:-)

Answer 7

in d sense

Answer 8

hey hw do we no d house no. & blue eyes hw related

Answer 9

if the house no. is given then it would be very easy...

Answer 10

dduuuuuuhhhhhhhhhh

Answer 11

i thing the blue eyes to misguide...

Answer 12

Thats the key

Answer 13

i hop dis question has a valid ans

Answer 14

yes obviously....

Answer 15

dont hope it has

Answer 16

wait.........whattttttttttttt!!!!!!!!

Answer 17

yeeeeeeeeeeeeeessssssssssss

Answer 18

can you please explain us how to solve it Om

Answer 19

hw abt 2 r twins and d ans goes 3,3,4

Answer 20

haha lolzzzzzz

Answer 21

i was thinking something like 6, 6 and 1..
Young kids seem to have blue eyes that change when they're older?

Answer 22

are you assuming twins because of blue eyes????????????

Answer 23

ha ha

Answer 24

if you are write then Miss is also write....and hence an ambiguous ans

Answer 25

yaa

Answer 26

cn anyone tel d ans i m damn curious

Answer 27

your question was really good but its a puzzle rather than a maths.....very interesting.........

Answer 28

only me.

Answer 29

it is logic and its part of maths

Answer 30

see the answer must be one of the triplets of the factor of 36

Answer 31

k sooooooo

Answer 32

this is sooo funny

Answer 33

1,3,12. 1,2,18, and so onnnnnnnnnnnnnnn

Answer 34

Well yeah, you have to have a finished product of 36. You also have a sum that is actually able to be a house number..

Answer 35

its one of my interesting questions

Answer 36

i think its the time for Master om to give the answer.

Answer 37

waitng

Answer 38

yes every triplet would give a whole no....Miss...

Answer 39

sud i answer ?

Answer 40

yessssss

Answer 41

yessssssssssssssssssssss

Answer 42

with logicccccccccccccc

Answer 43

He also said 'my youngest daughter' so it'd allow for the assumption that there may be an age difference.

Answer 44

seems its going 2 tak lots of tm

Answer 45

we chat now.....there is no such unanswered question......come in chat box

Answer 46

k

Answer 47

For 1st clue possible situations are
1,1,36 1,2,18 1,3,12 1,4,9 1,6,6 2,2,9 2,3,6 3,3,4

Now as for 2nd clue lets add the numbers which comes out
38 21 16 14 13 13 11 10
As he is his friend he knows the house no but still got confused means more than 1 has same value. As you can see above all are unique except 13 which can be 1,6,6 or 2,2,9

Now the 3rd clue sez My youngest daughter. i.e. there is no twins as young.
So answer is 1,6,6

Answer 48

why did u excluded the solutions 38,21,16,14,11,10?????????

Answer 49

i got it

Answer 50

can you please explain it.........

Answer 51

good question
very logical
thanks for sharing

Answer 52

so you got dipankar ?

Answer 53

Since they had not met in a "long time" as stated, then accepting as fact that one knew the others house number is stretching it a bit...could of moved etc. However, in spite of that, it was a good problem. Enjoyed it Master OM