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pokerfan Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 01:11 AM
Original message
Check out Wednesday's Google Doodle
Edited on Wed Aug-17-11 01:13 AM by pokerfan
Pierre de Fermat’s 410th birthday! Pierre de Fermat was born on August 17, 1601 and died at the age of 63 on January 12, 1665. (Maybe Bachmann can screw up this one up as well!)



http://ibnlive.in.com/news/google-doodles-pierre-de-fermats-last-theorem-on-his-410th-birth-anniversary/176204-11.html
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struggle4progress Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 01:45 AM
Response to Original message
1. That dude, like, seriously, should have bought books with wider margins
:shrug:
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pokerfan Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 02:18 AM
Response to Reply #1
2. Fermat was wrong!
Edited on Wed Aug-17-11 02:29 AM by pokerfan
178212 + 184112 = 192212

(178212 + 184112)1/12 = 1922

Q.E.D.

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struggle4progress Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 02:58 AM
Response to Reply #2
3. Calculator seems to have some issues. I got
1782^12 + 1841^12 - 1922^12 = -7.0021195 × 10^29
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pokerfan Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 03:02 AM
Response to Reply #3
4. might want to check your math
because that's not what I evaluated.
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struggle4progress Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 03:15 PM
Response to Reply #4
8. I reported the result from calculator, the same online program you used: as I said, it has issues
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SwissTony Donating Member (240 posts) Send PM | Profile | Ignore Wed Aug-17-11 07:52 AM
Response to Reply #2
5. You can see this is false
The LHS is odd but the RHS is even.

And if 1782^12 + 1841^12 = 1922^12, then 1782^12 + 1841^12 - 1922^12 = 0 which was struggle's approach.

I'm pretty sure this is good old rounding error raising its ugly head again.
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pokerfan Donating Member (1000+ posts) Send PM | Profile | Ignore Wed Aug-17-11 12:22 PM
Response to Reply #5
6. shhhhhhhh.....
You spoil the fun! :)

As originally seen in a Simpsons episode...
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SwissTony Donating Member (240 posts) Send PM | Profile | Ignore Wed Aug-17-11 01:18 PM
Response to Reply #6
7. Sorry to spoil the party.
Never got into The Simpsons for some reason. Total number of episodes watched: 3. But I have to admit, I have heard the writers do include gems such as this one. Maybe I should watch and learn.
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