Only Works For Squares
Puzzler time.
Here it is.
Everyone remembers from their school days, the Pythagorean Theorem.
A squared + B squared = C squared.
And there are numbers which satisfy that little equation, of course.
Many hundreds of years ago, a French mathematician by the name of Fermat said that this only works for squares. There is no A cubed + B cubed = C cubed. There is no A to the fourth + B to the fourth = C to the fourth... You get it.
As luck would have it, a young mathematician issues a statement that he has three numbers which prove Fermat's theorem is incorrect. He calls a press conference. Of cours he doesn't want to divulge everything right away. He wants to dramatize, build a little bit, right?
So he gives them all three numbers. But he doesn't tell the power. So this is what he gives them.
A equals 91.
B equals 56.
C equals 121.
So, it just so happens that at this little impromptu press conference, there are all these science reporters from all the newspapers that are around this town. And one of the guys, one of the reporters has his 10-year-old kid with him, because this happens to be a holiday. He's off from school.
So the kid very sheepishly stands up and raises his hand, and he says, "I hate to disagree with you, sir, but you're wrong."
The puzzler question is, how does he know that this is wrong?
Goood luck.