| This ban is not currently active. It is disapproved.  It has expired.  | |
| Ban Category | Regular Ban |
 Subject Steam ID |  0:56588443 |
| Subject Name | pushaking |
| By | -hg- Minion #Mvp Seemore <3 |
| Server (And Mod) |  [HG] 24/7 JAILBREAK - HeLLsGamers.com Gangs | Shop | Bomb | Drops | Hats | 30+ LR's | Giveaway! |
| Datetime Added | (152mon 2wk 5d 23h 9m ago)2013-08-03 04:06 AM |
| Duration | (Inactive) (Passed)2 hours |
152mon 2wk 5d 23h 6m ago | 2013-08-03 04:10 AM Post by
Whos_guapo
Post by
Whos_guapo Friend of HG he was avioding tlisted and tlocks many times | |
152mon 2wk 5d 22h 49m ago | 2013-08-03 04:27 AM Post by
Icon
Post by
Icon Friend of HG Any proof? | |
152mon 2wk 5d 22h 31m ago | 2013-08-03 04:44 AM Post by
Whos_guapo
Post by
Whos_guapoFriend of HG i have to talk to steve or anthore admin who said they where deming | |
152mon 2wk 5d 22h 22m ago | 2013-08-03 04:53 AM Post by
TheBibleman
Post by
TheBibleman Friend of HG If I may... | http://hellsgamers.com/hgbans.php?sf=bname&so=contains&st=pushaking not his first time |
152mon 2wk 5d 22h 18m ago | 2013-08-03 04:58 AM Post by
Whos_guapo
Post by
Whos_guapoFriend of HG thank u | |
152mon 2wk 5d 22h 9m ago | 2013-08-03 05:06 AM Post by
TheBibleman
Post by
TheBiblemanFriend of HG I figured it out, made proof from no proof. Don't worry I got 68% in math. | This is how I did it First complete the square This is done by taking the x and y term (numbers in front of x and y not x^2 y^2) dividing it by 2 and squaring it and adding it to the other side so you get x^2-10x+25+y^2-20y+100=0 now break it up x^2-10x+25=0 and y^2-20y+100=0 trinomial factor it (draw an x put the last number on the top and the middle number on the bottom from each equation) now you want two numbers to put in the side of the x they will be the same number and must multiply to equal the top number and add to be the bottom number so for the x one i used used -5 (-5^2=25 and -5+-5=-10) and for the y i used -10 (-10^2=100 and -10+-10=-20) so those work now to write it in factored from its simply (x-5)^2+(y-10)^2=0 so now just take the opposite of the number in the ( ) for the answers so x=5 and y=10 because (5-5)^2+(10-10)^2=0 and to check you can plug it into the original equation to find that when x=5 and y=10 it will equal -125 as the original equations says so now x+y=5+10 which equals 15 the number you wanted :) hope that's long enough and i explained my process well enough  |
152mon 2wk 5d 22h ago | 2013-08-03 05:15 AM Post by
Icon
Post by
IconFriend of HG http://i.imgur.com/vy9yVkr.png | What sorcerry is this? Terry is a T yet he got tlisted. Next time take proof. |
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