x+(8/5x)=104

Simple and best practice solution for x+(8/5x)=104 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 x+(8/5x)=104 equation:


x in (-oo:+oo)

x+(8/5)*x = 104 // - 104

x+(8/5)*x-104 = 0

13/5*x-104 = 0 // + 104

13/5*x = 104 // : 13/5

x = 104/13/5

x = 40

x = 40

See similar equations:

| x-3/6+3=a | | 3((x)-(1/2))=5((x)+(7/2))+4x-1 | | 17(t-5)+4t=7(3t+2)-9 | | 17(t-5)+4t=7(3t+2)-9 | | 16x-8-8x=27 | | x^3-20x-7=0 | | 3(x1/2)=5(x+7/2)+4x-1 | | 4x-5z=16 | | x^3-20x=7 | | 7-ln(4x)=1 | | X-3.62=5.94 | | 27x^3-9=0 | | -5(t-2)+7t=8t-7 | | 2x-5=2(x+8) | | 5(x+1)/6=4x-5 | | 21=x/1.75 | | 2x/(x^2-4)=(8/(x+2))-(7/(x-2)) | | -4x^2-4x-11=0 | | 18=x/1.75 | | -27=x+17 | | 4/5=-12 | | 50(t+15)=60t | | z=-2/3+11/7 | | (t/(t-3))+(2/(t+3))=(18/(t^2-9)) | | -x^2-5x+1=0 | | d^2=0.12 | | -5+3.7/2 | | 55t=50t+30 | | 2n+6=-14 | | 22,000-16000/12x=1000 | | 25+75x=700 | | 40(t+2)=80t |

Equations solver categories