0=(39x^2-478x-2463)/80956

Simple and best practice solution for 0=(39x^2-478x-2463)/80956 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 0=(39x^2-478x-2463)/80956 equation: 


x in (-oo:+oo)

0 = (39*x^2-(478*x)-2463)/80956 // - (39*x^2-(478*x)-2463)/80956

0-((39*x^2-(478*x)-2463)/80956) = 0

-((39*x^2-478*x-2463)/80956) = 0

(-1*(39*x^2-478*x-2463))/80956 = 0

39*x^2-478*x-2463 = 0

39*x^2-478*x-2463 = 0

DELTA = (-478)^2-(-2463*4*39)

DELTA = 612712

DELTA > 0

x = (612712^(1/2)+478)/(2*39) or x = (478-612712^(1/2))/(2*39)

x = (2*153178^(1/2)+478)/78 or x = (478-2*153178^(1/2))/78

(x-((478-2*153178^(1/2))/78))*(x-((2*153178^(1/2)+478)/78)) = 0

(-1*(x-((478-2*153178^(1/2))/78))*(x-((2*153178^(1/2)+478)/78)))/80956 = 0

( -1 )

-1 = 0

x belongs to the empty set

( x-((2*153178^(1/2)+478)/78) )

x-((2*153178^(1/2)+478)/78) = 0 // + (2*153178^(1/2)+478)/78

x = (2*153178^(1/2)+478)/78

( x-((478-2*153178^(1/2))/78) )

x-((478-2*153178^(1/2))/78) = 0 // + (478-2*153178^(1/2))/78

x = (478-2*153178^(1/2))/78

x in { (2*153178^(1/2)+478)/78, (478-2*153178^(1/2))/78 }

See similar equations:

| (12x-10)/(3xy)-(6x-10)/(3xy) | | 12x-10/3xy-6x-10/3xy | | x^3/18y/x/3y | | 1/6*?=4 | | 35x^5y^2-75x^3y^4/-15x^3y^2 | | v^3-2v=3 | | 3x-9=-5x+1 | | 6+x=-2x | | 18x+18=7g | | -x^3-10x^2-4= | | 0=6/(^3sqrtx) | | -x^4-7x^2-1= | | 0=2-(2/x^2) | | -0.13x^2+2.9x=4 | | 9y+3-4y+x+9= | | F(x+h)=2x^2+5x+2 | | n^2+4n-96= | | xy(1+y^2)dy=dx | | 2x^2(x-1)= | | -3/10k=3/10 | | 6-5(2n+3)=4(2-5n) | | 2t/2 | | 6-5(2x-3)= | | 1091+3b=-20 | | 2t/t | | 5x-3=2x+7-x | | 0=4x^3-16x | | x-3=2x+7-x | | 5n/3=10 | | 3c+6=-24 | | 8i/2i | | x-8x+8=4-4x |

Equations solver categories