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Surf a Flood of random discussion.
originally posted in:TFS The Floods Sanctuary
Edited by Love Sosa: 2/5/2013 12:09:55 AM
39

I am losing my Virginity tomorrow! Update with score!

I am about to get butt -blam!-ed by my Calculus Exam tomorrow! I need a -blam!- whistle ASAP and I am lubing up by studying some optimizaton poblems and L'hospitas shit. BOYS IN DA HOOD Update When I got my exam I was like THESE DERIVATIVES CANT HOLD ME BACK THESE DERIVATIVES CANT HOLD ME BACK And then my calculus test tried to get me into the white van with difficult algebra and I was like -blam!- it. -blam!- that problem!!!!!!!!! Then I put my [url=http://www.youtube.com/watch?v=gd_Vd43Vxa0]team on my back [/url] and was like HOLD ME DDDDDDD and got a B on the exam! #HYFR
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  • y = ax^n, ydx = ax^(n+1) / (n+1) + c, dy/dx = na^(n-1) y = [f(x)]^n, dy/dx = n[f(x)]^(n-1) f'(x) y = f[g(x)], dy/dx = f'[g(x)]g'(x) y = uv, dy/dx = u(dv/dx) + v(du/dx) y = u/v, dy/dx = [v(du/dx) - u(dv/dx)] / v^2 y = e^x, dy/dx = e^x y = ln(x), dy/dx = 1/x y = sin(x), dy/dx = cos(x) y = cos(x), dy/dx = -sin(x) y = tan(x), dy/dx = sec^2(x) y = cosec(x), dy/dx = -cosec(x)cot(x) y = sec(x), dy/dx = sec(x)tan(x) y = cot(x), dy/dx = -cosec^2(x) So long as you can recite all of that from memory, you'll be fine.

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