anonymous
  • anonymous
" @agentx5: No, you both are 6π-π/3. It's true." " @Ishaan94: you can't express pi as rational, i am pretty sure my age is rational " True or False, does 6\(\pi\)-\(\frac{\pi}{3}\) lie on the interval between 17 and 18? ;-)
Mathematics
chestercat
  • chestercat
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anonymous
  • anonymous
^_^
anonymous
  • anonymous
my age is fixed fraction. just because 3
anonymous
  • anonymous
Ah but if you're measuring time, or any measurement, do you not cross over that point that represents the irrational at some point?

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anonymous
  • anonymous
What says age can be expressed irrationally?
anonymous
  • anonymous
In fact... Example: http://www.piday.org/
anonymous
  • anonymous
it will but like i said i am pretty sure my age is fixed fraction and not pi atm.
anonymous
  • anonymous
Why do you not celebrate tau day, too?
anonymous
  • anonymous
i don't even celebrate pi day :( i am not a true mathematician :(
anonymous
  • anonymous
You are right! Idiotic stuff...
anonymous
  • anonymous
|dw:1342549899638:dw| I agree your age isn't \(\pi\) yrs., that would make you 3.1415... yrs. old :-D In fact I don't know what you age is, I just am making a mathematics debate in contention that the units don't restrict the numeric value to a integer or repeated decimal. \[\pi \in \mathbb{R}\], agreed?
anonymous
  • anonymous
Tau day is good, get rid of all them irritating 2's.....
anonymous
  • anonymous
/me agrees with @estudier
anonymous
  • anonymous
Now if we can just have something to get rid of minus signs.....
anonymous
  • anonymous
But nobody needs tau day or pi day!
anonymous
  • anonymous
depends how do you count age? agentx
anonymous
  • anonymous
i don't think you will have something really irrational unless you start considering the tiniest unit of time. like the golden ratio.
anonymous
  • anonymous
a good irrational = golden ratio not the unit of time lol i worded my sentence wrong
anonymous
  • anonymous
|dw:1342550379457:dw| \(\sqrt{2}\) is also irrational is it not? ;-)
anonymous
  • anonymous
prove it to me in fraction
anonymous
  • anonymous
You can't it's irrational. But it does have a value that is real. As long as it's real it can be applied to units with no problem, be it meter, kilograms, mols, MeV, # of particles, or yes even unit of time such as seconds, minutes, hours, days, weeks, months, years, and epochs.
anonymous
  • anonymous
In short, you don't have to have a fixed fraction to have a value that is real.
anonymous
  • anonymous
no that's not what i was trying to imply
anonymous
  • anonymous
how do you count age? if you are only considering months and years, you will get fractions.
anonymous
  • anonymous
6\(\pi\)-\(\frac{\pi}{3}\) yrs. \(\approx\) 18.84955592-1.047197551 yrs. \(\approx\) 17.80235837 yrs. Converting: there are 365.25 days per year there are 24 hours in a day there are 60 minutes in an hour there are 60 seconds in a minute Each time you write as sub-units you write as a mixed fraction and the remainder become the next part. Eventually you'd end up with a number of years, days into that year, hour of the day, minute of the hour, and down to the second of the minute. But so what? :-) ( yes I realize this is a more non-serious discussion, but I believe I have a valid point here. Maybe @myininaya can settle the definition debate if she's got time and needs a break from the regular routines)
anonymous
  • anonymous
okay, it's a fact that my age will definitely be irrational at some instance of time. but you can't prove my age to be irrational as of now, can you?
anonymous
  • anonymous
True that, and it appears you got my point finally :-D I have no idea of you age and therefore I cannot prove you are irrationally aged. (like cheese)

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