Author Topic: It's a twofer Tuesday!  (Read 11652 times)

ellis4538

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It's a twofer Tuesday!
« on: April 07, 2015, 06:23:34 PM »
Sending out birthday wishes to Haz and blackwolfe!  Have a great day guys!

Richard
Used to be "The only thing to FEAR was FEAR ITSELF", nowadays "The only thing to FEAR is GETTING CAUGHT!"

Solus

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Re: It's a twofer Tuesday!
« Reply #1 on: April 07, 2015, 06:33:40 PM »
Happy Birthday, Haz and Blackwolfe!

Now what are the odds two folks would have the same birthday?   Just a tiny tad under 1 in 365, actually.

Have great ones  :D :D

Take care.

Is life so dear, or peace so sweet, as to be purchased at the price of chains and slavery? Forbid it, Almighty God! I know not what course others may take; but as for me, give me liberty or give me death!"
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"Good intentions will always be pleaded for every assumption of authority. It is hardly too strong to say that the Constitution was made to guard the people against the dangers of good intentions. There are men in all ages who mean to govern well, but they mean to govern. They promise to be good masters, but they mean to be masters."
— Daniel Webster

MikeBjerum

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Re: It's a twofer Tuesday!
« Reply #2 on: April 07, 2015, 06:35:12 PM »
Happy birthday guys!
If I appear taller than other men it is because I am standing on the shoulders of others.

alfsauve

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Re: It's a twofer Tuesday!
« Reply #3 on: April 07, 2015, 07:33:14 PM »
Happy Birthday, guys.


Now Solus, what you're asking is called the Birthday Paradox

Now what are the odds two folks would have the same birthday?   Just a tiny tad under 1 in 365, actually.

With a group of only 23 people there's a 50% chance of at least two having the same birthday.   The odds approach 100% with only 70 people.   This type of probability is important to know for a number of applications.  For example, if a brand of car has 10,000 different key combinations, then in a parking lot of 1,000 cars, how many will use the same key?   Or given 4 digit pin numbers, how many of us have the same pin?
 

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Timothy

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Re: It's a twofer Tuesday!
« Reply #4 on: April 07, 2015, 08:26:53 PM »
Happy Birthday to you both..

T

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Re: It's a twofer Tuesday!
« Reply #5 on: Today at 02:42:29 AM »

Ping

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Re: It's a twofer Tuesday!
« Reply #5 on: April 07, 2015, 11:21:41 PM »
Happy birthday fella's!

tombogan03884

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Re: It's a twofer Tuesday!
« Reply #6 on: April 08, 2015, 06:52:12 AM »
Happy Birthdays !

Just so every one else understands.




That isn't who we're talking about !  ;D

jaybet

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Re: It's a twofer Tuesday!
« Reply #7 on: April 08, 2015, 01:41:58 PM »
I hope you guys have as good a birthday as I just had.
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PegLeg45

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Re: It's a twofer Tuesday!
« Reply #8 on: April 08, 2015, 06:16:19 PM »
Happy Birthday, Haz and Blackwolfe!!!
"I expect perdition, I always have. I keep this building at my back, and several guns handy, in case perdition arrives in a form that's susceptible to bullets. I expect it will come in the disease form, though. I'm susceptible to diseases, and you can't shoot a damned disease." ~ Judge Roy Bean, Streets of Laredo

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Solus

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Re: It's a twofer Tuesday!
« Reply #9 on: April 08, 2015, 07:31:39 PM »
Happy Birthday, guys.


Now Solus, what you're asking is called the Birthday Paradox

With a group of only 23 people there's a 50% chance of at least two having the same birthday.   The odds approach 100% with only 70 people.   This type of probability is important to know for a number of applications.  For example, if a brand of car has 10,000 different key combinations, then in a parking lot of 1,000 cars, how many will use the same key?   Or given 4 digit pin numbers, how many of us have the same pin?
 

Wouldn't that depend upon how many of the 1000 were that brand of car?  :D
Is life so dear, or peace so sweet, as to be purchased at the price of chains and slavery? Forbid it, Almighty God! I know not what course others may take; but as for me, give me liberty or give me death!"
—Patrick Henry

"Good intentions will always be pleaded for every assumption of authority. It is hardly too strong to say that the Constitution was made to guard the people against the dangers of good intentions. There are men in all ages who mean to govern well, but they mean to govern. They promise to be good masters, but they mean to be masters."
— Daniel Webster

 

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