I saw my new school today. e.e - Printable Version +- 2DWorlds Forums (http://2dworlds.buildism.net/forum) +-- Forum: Off Topic (http://2dworlds.buildism.net/forum/forumdisplay.php?fid=5) +--- Forum: General Discussion (http://2dworlds.buildism.net/forum/forumdisplay.php?fid=17) +--- Thread: I saw my new school today. e.e (/showthread.php?tid=7918) |
RE: I saw my new school today. e.e - Fish - 08-10-2011 People in my class are 10 and 11. e.e RE: I saw my new school today. e.e - Qwertygiy - 08-10-2011 So you're at the point where you're starting algebra and stuff? Quadratic equations and matrixes... Ech. RE: I saw my new school today. e.e - Fish - 08-10-2011 inb4igetcrapschoolworkwheniwanttoworkstuffinmyagegrouphardstuffyaknowbecauseitisjustsocailynotedicationailyomgthiswillsuckanditisrightneartheairportirmad RE: I saw my new school today. e.e - simonheros - 08-10-2011 (08-10-2011, 08:27 PM)Fish Wrote: inb4igetcrapschoolworkwheniwanttoworkstuffinmyagegrouphardstuffyaknowbecauseitisjustsocailynotedicationailyomgthiswillsuckanditisrightneartheairportirmad Your a geni0s already. RE: I saw my new school today. e.e - Fish - 08-10-2011 (08-10-2011, 08:26 PM)Qwertygiy Wrote: So you're at the point where you're starting algebra and stuff? Algibra.. Yes I learnt that. Took me 5 minutes. RE: I saw my new school today. e.e - Qwertygiy - 08-10-2011 Then what's 4x - 5x + 7 > 0? RE: I saw my new school today. e.e - simonheros - 08-10-2011 x = 7 ? RE: I saw my new school today. e.e - Qwertygiy - 08-10-2011 Yup. That was one of the easier ones... some of them you have to go into the quadratic equation or completing the square and finding square roots. RE: I saw my new school today. e.e - Chaos - 08-10-2011 I LOVE the quadratic equation! X = -B + or - the square root of B squared - 4 * a * c / 2 * a I did memorize it btw. RE: I saw my new school today. e.e - Qwertygiy - 08-10-2011 It's certainly easier than some of the other ways to solve quads... The hard part isn't the equation, it's finding the square roots. That can be hard, and sometimes you don't know if you're supposed to seperate the part under the radical into two, or find the root of the whole thing... |