are you genius?try this?
440772
We need to find the equation for the 3rd side:\nAssume that the line crosses the x-axis at point (p,0)\n\n=>The equation is: y= s(x-p) \n         where s = slope = (0-1)/(p-1)= -1/(p-1)=1/(1-p)\n=>The equation becomes: y=(x-p)/(1-p)\n\nSince y=3x intersects the x-axis at the origin, the origin forms one of the heads of the triangle and thus the base-length is p. The height of the triangle is equal to the y-coordinate of the point of intersection of the two other sides.\n\nThe two sides intersect when (x-p)/(1-p) = 3x\n=>(x-p) =3x(1-p)\n=>x-p= 3x - 3xp\n=>-2x + 3px =p\n=>x(3p-2)=p\n=>x=p/(3p-2)\nheight = the y-coordinate = 3p/(3p-2)\n\n=> A = The area of the triangle= 0.5 * p * 3p/(3p-2)\n                           =1.5(p^2)/(3p-2)\n\nA' = ((3p-2)*3p - 4.5(p^2))/(3p-2)^2\n  = (4.5(p^2) -6p)/(3p-2)^2\nIf A'=0  ==> 4.5(p^2) - 6p = 0\n=>p(4.5p - 6) = 0\n=>either p = 0 or p = 4/3\nsince p=0 would mean that the base-length is 0 we ignore it and take p =4/3\n\n=>slope=1/(1-4/3) = -3
544143
Experiment w/ what works for you.
868832
Do you consider yourself to be very clever?
303524
you can not become a genius\nyou can learn more but either you are a genius or you are not a genius
136694
maybe this can help?  i duno try it
327512
Try out your own brain. Do your homework.
1081013
try this it might help you out >>
549820
because you are smart and you know better...way to go
10266
You can make something...
86537
use your imagination...
798598
You certainly can try. It will help if you have a wittiness or some other form of proof.
139678
Are you lazy?\nLook here:
385146
So why don't you invent something to help yourself .......
1129048
Sure Einstein! You are already of genius material.
1016068
Try this.  Might help.
1161417
LOL@ that guy saying he a genius, yet, he can even spell the word genius! haha
135992
Try this. It should help.