Bwogger Anish Bramhandkar found this mysterious board in Lerner yesterday:
Points to anyone who can guess what this hodgepodge of math, physics, and almost biology means.
By
Bwog Staff on
Apr 05, 2010 
15 Comments
Bwogger Anish Bramhandkar found this mysterious board in Lerner yesterday:
Points to anyone who can guess what this hodgepodge of math, physics, and almost biology means.
Loading …
Copyright 2023 Bwog Limited. All Rights Reserved.
15 Comments
@BC '10 HUH?
I was the top of my class in high school and my parents are astrophysicists but I’m confused
@Anonymous Hence “BC ’10”
@Anonymous ooooh snap!
@Anonymous I was the top of the top of your class in high school and everyone in my family is an astrophysicist, so I understand it just fine.
@... e ..o (get real)
i .. o (shut up and go back to your compound. fucking transcendentalist)
pi .. o (i heard that you two faced son of a bitch, why don’t you just go square youself)
-1 .. o (i fucking hate these irrational assholes)
@Anonymous <3
@PreFrosh Yess!! I understood everything. =)
@seas kid woopty-fucking-doo, you passed algebra 1. proud of yourself?
@i never thought i’d end up on bwog like this.
but yes, it’s for the ksa culture show this friday.
@Anonymous The Korean Wave refers to the KSA culture show Friday. Theme’s the wave.
Heard it’s going to be interesting, the performers are a bit different than CSC’s Lunar Gala and AAA’s Culture Shock. (read: traditionally LG is the best one, but we’ll see)
-3rd degree polynomial
-velocity = initial velocity + acceleration * time
– e^pi*i = 1, something in ODE
-integral
-sin curve
@so e^(pi*i) is not ODE, it’s Euler’s formula (cos(pi)+isin(pi)=-1+i*0=-1)
Which just gives further evidence that this is probably advertising…writing random facts that look smart on a board…makes sense to me.
@hey! i understood everything i wrote on that board!
@Anonymous Euler has so many formulas…
@it's a reference to KSA’s culture show this weekend.
@guess random equations that look pretty to the writer.
– kinematics equation
– equation of a line
– simple integral equation from 0 to infinity
– sine curve
e^(pi*i) = -1 is always spectacular.
I don’t think there’s an actual connection, to be honest. I might be wrong :/