• Math Thread!
    172 replies, posted
tan2θ = 2sinθcosθ/cos²θ-sin²θ
3,14 = pie
[QUOTE=schurik;17833695]3,14 = pie[/QUOTE] Wrong 22/7 = 3.14 Pi (according to you) = 3.14 (22/7) != Pi
3.14+lim n->inf(1+1/n)^n=pie
0.99999 recuring is equal to one. proof: multiply 0.999999 recuring by 10, this gives you 9.9999999 recuring. also, lets call this 10x where x is equal to 0.99999 recuring. take away 0.999999 recuring and you are left with 9x or 9 so if 9=9x, then x=1 and x=0.999999. this blew my mind at gcse.
Look into my eyes and it's easy to see one and one make two two and one make three it's destiny. [img]http://img.vpimg.net/7598.large.jpg[/img] [/tenaciousd]
I can count to potato
1+3+3=7
[img]http://imgkk.com/i/Sbp_WX.png[/img]
[QUOTE=Cooba;17833914]3.14+lim n->inf(1+1/n)^n=pie[/QUOTE] I was going to say "No it doesn't," but I got it. Technically still not true, though.
2x20=40
e^(pi*i)=-1
198310 + 98373 / 90 + 3371 + 5 3/4 divided by the square root of fuck math.
[QUOTE=V3nom;17836542]198310 + 98373 / 90 + 3371 + 5 3/4 divided by the square root of fuck math.[/QUOTE] I'm no rocket surgeon but I would say that the answer to that is 4
342/1.42332*10^(91)=9.402832813*10^(93)
22222222222222222222222222222222222222222222222222222222 -22222222222222222222222222222222222222222222222222222223 = -1
[QUOTE=BaconDioxide;17832757]You have to use the power of imagination.[/QUOTE] What is 5 to the power of imagination?
[QUOTE=Heatvision...;17837129]What is 5 to the power of imagination?[/QUOTE] 5^x
2+2=6 If the party wills it, so it shall be.
2+2=5 [editline]08:46PM[/editline] Fuck ninja'ddddddd
[QUOTE=kamikaze470;17837197]2+2=5 [editline]08:46PM[/editline] Fuck ninja'ddddddd[/QUOTE] Thoughtcriminal! 2 and 2 is 6.
2 + 2 is 4
1/0=∞
lim (x->infinity) x^3 + 2x^2 +3x + 4
lololol y=4x+5
Pineapple
2+2=5 [/radiohead]
1/0 = error Only Chuck Norris can divide by zero.
[QUOTE=40kplayer;17837450]lim (x->infinity) x^3 + 2x^2 +3x + 4[/QUOTE] Divergences are no fun.
[QUOTE=JohnnyMo1;17839228]Divergences are no fun.[/QUOTE] You know what's even less fun? The Chain Rule.
Sorry, you need to Log In to post a reply to this thread.