Three families make a remarkable discovery. The sum of the ages of their members are all the same, the sum of the squares of the ages of their members are all the same, and the sum of the cubes of the ages of their members are all the same. Everyone in all 3 families has a different age, and nobody is more than 100 years old.
What is the smallest possible sum of their ages? Can this be done with 4 families?
(In reply to
re: clarifications asked by Ady TZIDON)
just solve the puzzle....
I tried and failed - that's why I asked.... :-)
re(2): clarifications asked
