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not much, 67kg on a good day

i go alone most of the time. don't really need a spotter for bench/squat, powercage takes care of me :o

3x5 back squats @ 115, 125, 135 3x5 flat bench @ 60, 60, 65 1x5 deadlift @ 150

http://community.boredofstudies.org/14/mathematics-extension-2/239096/polynomials.html#post4943090

seeing as you guys arent getting this a2=a+2 a3=a(a+2)=a2+2a=a+2+2a=3a+2

3x5 back squats @ 115, 125, 135 3x5 bench press @ 57.5, 62.5, 67.5 1x5 deadlift @ 140 3x(failure) pullups

what he meant was if you write csc x = sin-1x it can be mistaken as arcsin which is generally written as sin-1x i.e csc x = sin-1x can be mistaken to mean csc x = arcsin x

Fml engg1000 electrical engineering

V=I*R if R is constant, then, V is proportional to I if V increases then, because V and I are proportional, I will also rise

http://www.tvgasm.com/shows/mad25.jpg

3x5 back squats @ 107.5, 117.5, 132.5 3x5 bench press @ 57.5, 62.5, 67.5 1x5 deadlift @ 135 3x5 shoulder shrugs @ 80, 90, 100 3x(failure) chin ups goddamn grip fails when deadlifting 140+. i can get it up, but it just slips out what do you guys reckon about using straps?

\\$Define $f, g $ as functions of $x\\$Let $h=f\cdot g,\\\ln h=\ln (f\cdot g)=\ln f +\ln g\\$Differentiate with respect to $x,\\\frac{d}{dx}\ln h = \frac{d}{dx}\ln f + \frac{d}{dx} \ln g\\\frac{h'}{h}=\frac{f'}{f}+\frac{g'}{g}\\\Rightarrow h'=h \cdot\frac{f'\cdot g+f\cdot g'}{f\cdot g}=f'\cdot...

i love juice nigger

LOL about the rep comment, sorry. when i get bored i jump on here and answer the Q's; i'll stop :)

\\$Let $\theta$ be the angle between the vertical and radius vector at point P,$\\\ddot{x}_T=g\sin \theta $ and $\ddot{x}_R=g\cos \theta\\$By definition$, \ \omega =\frac{2\pi}{T} $ where $T $ is the period of rotation,$\\\frac{d\theta}{dt}=\frac{2\pi}{T}\\\int_{0}^{\theta} d\theta...

a nice way using eulers: \\(1+\cos x+i\sin x)^n\\=(1+e^{ix})^n\\=\left(e^{i\frac{x}{2}}(e^{-i\frac{x}{2}}+e^{i\frac{x}{2}}) \right )^n\\=(2\cos \frac{x}{2})^n(\cos \frac{x}{2}+i\sin \frac{x}{2})^n\\=2^n\cos^n \frac{x}{2}(\cos \frac{nx}{2}+i \sin \frac{nx}{2})

get some tech n9ne and dr dre into ya

you're a wanker

nah its alright, covered left/right hand limits in my uni math course how is the derivative interpreted in the complex plane? e.g. it is the gradient function for real valued functions, how so for complex valued functions? (sorry about being annoying, ive read a few pdfs on complex analysis...