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Thread: mathmatics
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08-13-2014, 08:09 PM #1
mathmatics
The ideal number of razors n+1 where n is the current number of razors owned.
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08-13-2014, 08:13 PM #2
By that logic, I can only buy one more razor. I like Ideal Number = n+x a lot better. In that formula, x represent whatever I want it to.
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08-13-2014, 08:16 PM #3
Essentially the same expression. As ideal is always number owned + 1 buy another the ideal is that amount + 1
Truly beautiful!
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08-13-2014, 08:36 PM #4
spoken like a True RAD sufferer LOL
justifying your actions through the universal language of MathematicsSaved,
to shave another day.
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08-13-2014, 08:56 PM #5
Yeah!
Lol my wife would at times describe it as s = >n where s is separation
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08-13-2014, 09:48 PM #6
I find that my straight razor (and shaving supply) purchases have been closer to y=x^2, where x is greater than 0:
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08-13-2014, 09:58 PM #7
Go ahead, get technical on us. The actual formula is better represented with words. X = whatever is out there and I want it and I want it now.
"The sharpening stones from time to time provide officers with gasoline."
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08-13-2014, 10:10 PM #8
@Razorfeld - I'm a biochemist... you're lucky I didn't move this into quantum mechanics!
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08-13-2014, 10:20 PM #9
@Major - then we will get along just fine. You're a bio-chemist and I'm a bio-mess.
"The sharpening stones from time to time provide officers with gasoline."
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08-13-2014, 10:49 PM #10
Major, a biochemist eh? Yet luckily razor purchases are still parabolic. When you hit your usual rates of growth, will we be seeing exponential purchase rates :-). The only limiting factor is money or marital harmony :-) But you know your environment better than I...
I routinely badger myself and the shaves are improving!