User talk:Mathemax

Birthday Paradox
The birthday paradox or birthday problem is a famous problem which states that the probability of two people in a room having the same birthday is at least 50 percent with 23 people and increases from there. This has been proven to be untrue by Harris LePuer at the Institute of Oxford's advanced learning. The reimann sum for the equation ends in base 10, but if computed with a coefficient equal to the integral of the second derivative, it is easy to see that the probability found includes the person that has been counted. This exponentially increases, and thereby gives an incorrect probability. For more, see Reimann sum Explanation.