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Even Number of male, Odd Number all together


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#13 RobiSLO

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Posted 24 September 2009 - 04:52 PM

Fuck knows ?
All I know is I'll be in bkk at the weekend with Fatboyuk & big Mick & eric

Happy times

Steviep


You lucky b... . 8) :wink: Have a cold Singha for me too. :cry:

BR

#14 Guest_Anonymous_*

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Posted 25 September 2009 - 02:06 AM

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#15 xyzzy

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Posted 25 September 2009 - 04:28 AM

The answer is always 42. You need to rethink the question. :lol:
xyzzy is the "magic word" from the first computer adventure game and isn't capitalized

#16 Woof1

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Posted 25 September 2009 - 10:24 AM

6 of one kind, dozen of the other, perfect 69
So many LB So Little Time

#17 Guest_Breezy272_*

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Posted 04 October 2009 - 10:48 AM

Hi,
I will be in Bangkok this week-end.
If you like mathematics please help me to solve the following exercice.

hypothesis:
Males should always be in an Even number
Ladyboys should always be more numerous that males
All together we should be a Odd number
I have a place to organise the meeting

Question:
Being aware that I am a man, who can help me to solve this mathematical exercice?

Hope to read from you soon ;)

Cheers


well, if you use the equation f(n) = 2nm+ L(2n+1) to model this problem, you can simply find the laplace transform, for furthur analyzation of the equations linear structure. L[f(n)](s) if i recall correctly. (im lying). as n approches 1 there are 2 men and 3 lb,resulting in a total of 5. as n approaches 2 there are 4 men and 5 lb, resulting in 9 total.

2 times any whole number, will always result in an even number.
2n+1 is simply adding 1 to any even number which will always render an odd number.
combining the 2 equations is Even+Odd which, is always odd.
the result will always be an odd number.

but im positive this was a trick question lol

#18 PP

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Posted 04 October 2009 - 11:27 AM

.....

#19 kakila

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Posted 04 October 2009 - 05:14 PM

Mmmmmm let me think about that mathematically

Me and 3 LB’s (im not greedy)

Thats 4 cocks, 4 arses and 4 mouths and 6 bolton breasts


Mmmmmm that will be fine and sound like a perfect party

easy I should have been a maths teacher

:roll:


cheers pela
pela is no more. a necessary name change to prevent wife turning me into a post op

#20 Guest_Breezy272_*

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Posted 04 October 2009 - 10:48 AM

Hi,
I will be in Bangkok this week-end.
If you like mathematics please help me to solve the following exercice.

hypothesis:
Males should always be in an Even number
Ladyboys should always be more numerous that males
All together we should be a Odd number
I have a place to organise the meeting

Question:
Being aware that I am a man, who can help me to solve this mathematical exercice?

Hope to read from you soon ;)

Cheers


well, if you use the equation f(n) = 2nm+ L(2n+1) to model this problem, you can simply find the laplace transform, for furthur analyzation of the equations linear structure. L[f(n)](s) if i recall correctly. (im lying). as n approches 1 there are 2 men and 3 lb,resulting in a total of 5. as n approaches 2 there are 4 men and 5 lb, resulting in 9 total.

2 times any whole number, will always result in an even number.
2n+1 is simply adding 1 to any even number which will always render an odd number.
combining the 2 equations is Even+Odd which, is always odd.
the result will always be an odd number.

but im positive this was a trick question lol

#21 PP

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Posted 04 October 2009 - 11:27 AM

.....

#22 kakila

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Posted 04 October 2009 - 05:14 PM

Mmmmmm let me think about that mathematically

Me and 3 LB’s (im not greedy)

Thats 4 cocks, 4 arses and 4 mouths and 6 bolton breasts


Mmmmmm that will be fine and sound like a perfect party

easy I should have been a maths teacher

:roll:


cheers pela
pela is no more. a necessary name change to prevent wife turning me into a post op




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