Here's a riddle for everyone. this is one of the many versions.


A rich Mathematician had two sons:Ben and Charlie . The rich mathematician dies and leaves a will with the lawyer. The lawyer goes to both sons and gives them each one positive integer (both of which could be equal or not). He says to them that their numbers multiply to either 8 or 16. Without asking each other the value of number, the one that figures out other's number wins. The two sons start talking:

Ben: I have no clue which number you have
Charlie: Same here
Ben: You will have to give me a hint.
Charlie: Same here

Ben figures out Charlie number and wins the rich fortunes. What number does Charlie have?

The exact same number that Ben has.

hmm i think it is 0 or they both have the same number

ben tells charlie what his number is but since charlie can only say "same here" due to some mental illness, and they have the same number, ben guesses whatever number they have, and wins....