(42x^2-478x-2459)/81993=0

Simple and best practice solution for (42x^2-478x-2459)/81993=0 equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for (42x^2-478x-2459)/81993=0 equation:


x in (-oo:+oo)

(42*x^2-(478*x)-2459)/81993 = 0

(42*x^2-478*x-2459)/81993 = 0

42*x^2-478*x-2459 = 0

42*x^2-478*x-2459 = 0

DELTA = (-478)^2-(-2459*4*42)

DELTA = 641596

DELTA > 0

x = (641596^(1/2)+478)/(2*42) or x = (478-641596^(1/2))/(2*42)

x = (2*160399^(1/2)+478)/84 or x = (478-2*160399^(1/2))/84

(x-((478-2*160399^(1/2))/84))*(x-((2*160399^(1/2)+478)/84)) = 0

((x-((478-2*160399^(1/2))/84))*(x-((2*160399^(1/2)+478)/84)))/81993 = 0

( x-((2*160399^(1/2)+478)/84) )

x-((2*160399^(1/2)+478)/84) = 0 // + (2*160399^(1/2)+478)/84

x = (2*160399^(1/2)+478)/84

( x-((478-2*160399^(1/2))/84) )

x-((478-2*160399^(1/2))/84) = 0 // + (478-2*160399^(1/2))/84

x = (478-2*160399^(1/2))/84

x in { (2*160399^(1/2)+478)/84, (478-2*160399^(1/2))/84 }

See similar equations:

| C=7x+8y | | 2(2p+1)=22 | | kx^2+x+25k=0 | | a*3+4=11 | | 7(x-2)(x+5)=-10(x+5) | | 4y-3=5 | | x+40=13x | | 3(4x+3)=12x+7 | | 25+12=18+15 | | 2n+2100= | | 10m-17=23 | | X=-x-32 | | (9/10)x=(3/4)x-7 | | -2+5=y-1 | | 3(4x-3)-2=12x+7 | | 4n+2500= | | y*6+107=y*16-13 | | (9x/10)=(3x/4)-7 | | 1/9D | | 40-89d-80-4d+2+9d= | | 0.8(x+20)+0.8x=80 | | (10/3)(12/25)= | | (4n+5500)-(2n+5100)= | | (-10/3)(-12/25)= | | -5x+3(-2+x)=-5x | | -3F-7F+8.4=16.8 | | 5+3z-4=9z+6-5z | | x/25.6=8 | | 3x^2-3x-1= | | 9+10y=9+y | | -0.3=-S+0.6-8S | | 4x+5(4+x)=4x+40 |

Equations solver categories