-1/6(z-1/2)=1/8(z-1/5)

Simple and best practice solution for -1/6(z-1/2)=1/8(z-1/5) 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 -1/6(z-1/2)=1/8(z-1/5) equation:


z in (-oo:+oo)

(-1/6)*(z-(1/2)) = (1/8)*(z-(1/5)) // - (1/8)*(z-(1/5))

(-1/6)*(z-(1/2))-((1/8)*(z-(1/5))) = 0

(-1/6)*(z-1/2)+(-1/8)*(z-1/5) = 0

-1/6*(z-1/2)-1/8*(z-1/5) = 0

-1/6*(z-1/2)-1/8*(z-1/5) = 0

13/120-7/24*z = 0

13/120-7/24*z = 0

13/120-7/24*z = 0 // - 13/120

-7/24*z = -13/120 // : -7/24

z = -13/120/(-7/24)

z = 13/35

z = 13/35

See similar equations:

| 6(x+4)=8x+9-2x+15 | | 4x^2+7/4x^2-5x+3 | | .666(6x+3)=4x+2 | | 4M+5=7+6at | | .666(6x+3)=4x | | -7x-40=5(x+20) | | 2x^3-4x^2-18=0 | | 8y=-4x+12 | | 5ln(5x+2)=14 | | 3x+12=31-3x | | 3x/5-2=2x/3-1 | | 6+4(4)/2 | | 6(2x-7)-3=6(x-4)+21 | | -7w^4x(3w^2-5w^3x^5+8x^5)=0 | | z+4/5=2z+7/5 | | -4x+5y=-16 | | -7w^4x(3w^2-5w^3x^5+8x^5)= | | 1/4-3/8 | | 5x/12-1=x/3+1 | | y=1/4(13)-5 | | x+12=(-5) | | 10x-10=5(2x-1) | | 5+-(.75+-4)=3(.75+2) | | .40+.05(18-x)=10(-54) | | -18=7x+9-10x | | 3x/10-1=1x/5 | | x-13=(-4) | | 2x+120+12x=61 | | 6y+9=3(2+3) | | (-1,-1)= | | 5a^2-17a-40= | | 1/2(2x-8) |

Equations solver categories