SA Footy

Who on here knows of anyone that has their birthday today?

If I'm right, you have a 0.273598% chance of you correctly guessing someone's birthday (excluding those that have theirs today):
(one day/days in a year)*(days in four years excluding the leap year day/total number of days in four years)
((1/365)*(1460/1461)*100)

Whereas you have 0.0684427% chance of guessing someone's birthday is today - (days in four years excluding the leap year day/total number of days in four years) - ((1460/1461)*100)

You need a girlfriend spelly...

Will you marry me? (it is Feb 29 after all, hey I've had 5 yes's today )

Saw on the news that David Grenvold & Mrs had twins this morning ! Five girls for the Grenvold clan

Falcon Chick wrote::shock: You need a girlfriend spelly...

Will you marry me? (it is Feb 29 after all, hey I've had 5 yes's today )

I thought bigamy was outlawed here?

Mr Nak one of those yes's FC?

bulldogproud wrote:Mr Nak one of those yes's FC?

No mate, the appreciation for Mr Nak was never at that level.. just a genuinely top bloke..

spell_check wrote:Who on here knows of anyone that has their birthday today?

If I'm right, you have a 0.273598% chance of you correctly guessing someone's birthday (excluding those that have theirs today):
(one day/days in a year)*(days in four years excluding the leap year day/total number of days in four years)
((1/365)*(1460/1461)*100)

Whereas you have 0.0684427% chance of guessing someone's birthday is today - (days in four years excluding the leap year day/total number of days in four years) - ((1460/1461)*100)

What would the chance of a married couple both having their birthdays on 29/02, on the news last night there was a elderly couple both having their "19th" birthdays.

Ian wrote:

spell_check wrote:Who on here knows of anyone that has their birthday today?

If I'm right, you have a 0.273598% chance of you correctly guessing someone's birthday (excluding those that have theirs today):
(one day/days in a year)*(days in four years excluding the leap year day/total number of days in four years)
((1/365)*(1460/1461)*100)

Whereas you have 0.0684427% chance of guessing someone's birthday is today - (days in four years excluding the leap year day/total number of days in four years) - ((1460/1461)*100)

What would the chance of a married couple both having their birthdays on 29/02, on the news last night there was a elderly couple both having their "19th" birthdays.

Possibly 1 in x - x being the number of marriages around the world!