(3/2)-((x-5)/x)=x/5

Simple and best practice solution for (3/2)-((x-5)/x)=x/5 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 (3/2)-((x-5)/x)=x/5 equation: 


D( x )

x = 0

x = 0

x = 0

x in (-oo:0) U (0:+oo)

3/2-((x-5)/x) = x/5 // - x/5

3/2-((x-5)/x)-(x/5) = 0

(-1*(x-5))/x-x/5+3/2 = 0

(-1*2*5*(x-5))/(2*5*x)+(2*(-x)*x)/(2*5*x)+(3*5*x)/(2*5*x) = 0

2*(-x)*x-1*2*5*(x-5)+3*5*x = 0

15*x-2*x^2-10*x+50 = 0

5*x-2*x^2+50 = 0

5*x-2*x^2+50 = 0

5*x-2*x^2+50 = 0

DELTA = 5^2-(-2*4*50)

DELTA = 425

DELTA > 0

x = (425^(1/2)-5)/(-2*2) or x = (-425^(1/2)-5)/(-2*2)

x = (5*17^(1/2)-5)/(-4) or x = (-5*17^(1/2)-5)/(-4)

(x-((5*17^(1/2)-5)/(-4)))*(x-((-5*17^(1/2)-5)/(-4))) = 0

((x-((5*17^(1/2)-5)/(-4)))*(x-((-5*17^(1/2)-5)/(-4))))/(2*5*x) = 0

((x-((5*17^(1/2)-5)/(-4)))*(x-((-5*17^(1/2)-5)/(-4))))/(2*5*x) = 0 // * 2*5*x

(x-((5*17^(1/2)-5)/(-4)))*(x-((-5*17^(1/2)-5)/(-4))) = 0

( x-((-5*17^(1/2)-5)/(-4)) )

x-((-5*17^(1/2)-5)/(-4)) = 0 // + (-5*17^(1/2)-5)/(-4)

x = (-5*17^(1/2)-5)/(-4)

( x-((5*17^(1/2)-5)/(-4)) )

x-((5*17^(1/2)-5)/(-4)) = 0 // + (5*17^(1/2)-5)/(-4)

x = (5*17^(1/2)-5)/(-4)

x in { (-5*17^(1/2)-5)/(-4), (5*17^(1/2)-5)/(-4) }

See similar equations:

| -47+42w=793 | | 24-6/2=9 | | 0.8(2-g)=2 | | x^2+4y^2+6x+16y-11=0 | | -5x-4=-6x-15 | | 1-b=17.3 | | 240x-60x^3=0 | | 7n=49n+84 | | -5x+4=-6x-15 | | 4.22=2.11(y-4) | | (-3x^3)4= | | 3x-6//2=9 | | [10-4s]=-30 | | -4.4(t-15)+5.9=-7.3 | | 1/10+3/10= | | Log(x+4)=-1 | | 4/7/9/3 | | [10-4s]=30 | | 3x-6//2 | | 448=12.0X | | 9(h-877)-29=115 | | 6x-1=-91 | | 3e-9e=18e+60 | | 2(a+a)= | | t-5/4t-20 | | 448=.12x | | 13p+17q+p-5q-5p= | | 14(r+14)=924 | | 136-(58-x)=-70 | | 4x+5=7x+9 | | 4w+3w-4w= | | m=6(3-2) |

Equations solver categories