@Phijkchu_Pikachu:
tan(1d20) = tan((17)) = 3.49391564547484banned-users
Phi Kappa Chi ΦΚΧ <a:yeah:589703000977571860><a:ppHop:536353159615086612>
Sunday, June 4, 2017
trig functions work
/r e^(d2ipi)
@legorhin: Fulgari!
imaginarys don't
or its the multipliaction
/r 999999*9999999d 9
@mada003: Evanesco!
/r (ln(1d20)+tan(1d20))
@Phijkchu_Pikachu:
(ln(1d20)+tan(1d20)) = (ln((5))+tan((14))) = 8.854044528528906
/r e^(d2 * i * pi)
@legorhin: Obliviate!
You can do multistem
/r i*1d2
@legorhin: Finite Incantatem!
/r 1/0d 1
@mada003:
1/0d 1 = 1/() = inf
well then
stop putting a space after the d
d 9
/r ln(ln(ln(3d20+5)))
@Phijkchu_Pikachu:
ln(ln(ln(3d20+5))) = ln(ln(ln((8+6+9)+5))) = 0.18534539706456757
/r ad 1
@mada003: Muffliato!
/r atan(1d5)
@legorhin:
atan(1d5) = atan((1)) = 0.7853981633974483
/r 1
@mada003:
1 = 1 = 1
/r random()*d20
@legorhin: Colloportus!
/r 1d20-x
@Phijkchu_Pikachu: Grog!
/r 1d20 * random
@legorhin: Oppugno!
/d1 critical fail
/r max(1d20,1d20,1d20)
@legorhin:
max(1d20,1d20,1d20) = max((3),(10),(7)) = 10
hey karp stop being a shithead
hey discord stop being a shithead
hey canada stop stealing my internet
/r floor(ln(1d20))
@legorhin:
floor(ln(1d20)) = floor(ln((19))) = 2
/r sqrt(4^d100)
@legorhin:
sqrt(4^d100) = sqrt(4^(99)) = 633825300114114700000000000000
i don't think thats true
a power of 2 will never end in 0
Definatly seems like rounding to me
the answer is 2^99
it is rounded
Ran it through a high accuracy calculator, shows more digits past that discord shows
google shows less
Ran it through a different calculator and it is telling me it is correct
big numbers are hard
Kappa
you are a math major Kappa
Physics major*
Kappa
it should be obvious that it can never end in 0
No it is clearly rounded
I mean the number I saw before that I mentioned
Fire is playing portal 2
interesting
Kappa
¯\_(ツ)_/¯
i remember doing coop with eevee
never finished it
Email sent to engineers at my university Kappa
More proof engineers are shit
Fire x Pikachu portal 2 lp when
Kappa
right now?