1/5x+13+x=1/10(x+40)+4

Simple and best practice solution for 1/5x+13+x=1/10(x+40)+4 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 1/5x+13+x=1/10(x+40)+4 equation: 


x in (-oo:+oo)

(1/5)*x+x+13 = (1/10)*(x+40)+4 // - (1/10)*(x+40)+4

(1/5)*x-((1/10)*(x+40))+x-4+13 = 0

(-1/10)*(x+40)+(1/5)*x+x-4+13 = 0

x/5-1/10*(x+40)+x-4+13 = 0

(-1/10*5*(x+40))/5+x/5+(5*x)/5+(-4*5)/5+(5*13)/5 = 0

x-1/10*5*(x+40)+5*x-4*5+5*13 = 0

1/2*x+5*x-20-20+65 = 0

11/2*x-20-20+65 = 0

11/2*x-40+65 = 0

11/2*x+25 = 0

(11/2*x+25)/5 = 0

(11/2*x+25)/5 = 0 // * 5

11/2*x+25 = 0

11/2*x+25 = 0 // - 25

11/2*x = -25 // : 11/2

x = -25/11/2

x = -50/11

x = -50/11

See similar equations:

| y=-3(4)+0 | | y=-3(3)+0 | | n/4-10=-6 | | y=-3(2)+0 | | 4*2/3+9y=-7 | | y=-3(1)+0 | | (2m-3)(4m+1)= | | y=-3(0)+0 | | x/12+8=10 | | 5x+4=8x+34 | | 5x+4=8x-34 | | (2m-15)(m+1)= | | 10.9-23= | | j/4+3=14 | | x^2+2x+1=43 | | y=3(4)+0 | | 2m^2-13m-15= | | y=3(3)+0 | | 2x+5x-7=35 | | 25(4n^2+1)= | | -7/x-2+1-3x/x | | y=3(2)+0 | | 100n^2+25= | | X+3*2=1 | | 5x+13+6x+2=180 | | y=3(1)+0 | | 4m^2+4m+1= | | 4+3y=1 | | y=3(0)+0 | | 900x^3-180x^2+9x-48600=0 | | 7x=1x | | 5+2e^3=11 |

Equations solver categories