0.67=((x-200)/25)

Simple and best practice solution for 0.67=((x-200)/25) 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 0.67=((x-200)/25) equation:


x in (-oo:+oo)

0.67 = (x-200)/25 // - (x-200)/25

0.67-((x-200)/25) = 0

(-1*(x-200))/25+0.67 = 0

(-1*(x-200))/25+(0.67*25)/25 = 0

0.67*25-1*(x-200) = 0

216.75-x = 0

(216.75-x)/25 = 0

(216.75-x)/25 = 0 // * 25

216.75-x = 0

216.75-x = 0 // - 216.75

-x = -216.75 // * -1

x = 216.75

x = 216.75

See similar equations:

| 3*7/5 | | 11=-9-2x | | y=3x^2-6x+11 | | 5x-19+3x-9=180 | | 5x-19+2(3x-9)=180 | | 0.7=((x-200)/25) | | 5x+14+2(4x+5)=180 | | 12/n=4 | | 5x+4-2=26-3x | | 7y+2(2y+13)=180 | | 4x^2-4I=0 | | x^2-22=-57 | | 3=v/4-16 | | 3x+1+2(2x+2)=180 | | 3x=a-bx | | A=3x+bx | | -4x-8=-7x-7 | | 3x+15+2x+9=180 | | X+35=11 | | 2tan(3x)=4 | | 20z+140=4z-4 | | xy+xz+xt+yz+yt+zt=x^2+y^2+z^2+t^2 | | 7b+14=3b+18 | | 1/8×2/14 | | 5x+25+x+36=180 | | 3(d-4)=1 | | 3c+30=8c+6 | | 4c+7=25-2c | | 6x+6=9x(6-5x) | | 3x^2+7=17 | | 5t-4=3y+6 | | -15/16(-1/2 |

Equations solver categories