Dating someone who has the same birthday as you match co uk dating
Let’s see why the paradox happens and how it works. If you take sqrt(T) items (17% more if you want to be picky) then you have about a 50-50 chance of getting a match.If you plug in other numbers you can solve for other probabilities: Remember that m is the (it’s easy to get confused, I did it myself).But that doesn’t really satisfy the question for me, it just feels marginally less screwy.So I did something quite out of character: I crunched the numbers.
But over time I have come to the realization that I’m not the source of the problem. Consider the following example: Assuming for a moment that birthdays are evenly distributed throughout the year, if you’re sitting in a room with forty people in it, what are the chances that two of those people have the same birthday? A reasonable, intelligent person might point out that the odds don’t reach 100% until there are 366 people in the room (the number of days in a year 1)… so such a person might conclude that the odds of two people in forty sharing a birthday are about 11%.Depending on the group of people and how evenly distributed their birthdays are, the results can vary widely.But most of the time, you’ll still have some very good odds.The values rapidly become unmanageable, but the trend is clear: possible combinations of birthdays the group has, 7.4% of cases— or about one in thirteen— result in two of them having the same birthday.As each person is added, the odds do not increase linearly, but rather they curve upwards rapidly.
I knew those mathematician guys were hiding something in those big numbers.