169.00=34.00+1.50m

Simple and best practice solution for 169.00=34.00+1.50m 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 169.00=34.00+1.50m equation:


Simplifying
169.00 = 34.00 + 1.50m

Solving
169.00 = 34.00 + 1.50m

Solving for variable 'm'.

Move all terms containing m to the left, all other terms to the right.

Add '-1.50m' to each side of the equation.
169.00 + -1.50m = 34.00 + 1.50m + -1.50m

Combine like terms: 1.50m + -1.50m = 0.00
169.00 + -1.50m = 34.00 + 0.00
169.00 + -1.50m = 34.00

Add '-169.00' to each side of the equation.
169.00 + -169.00 + -1.50m = 34.00 + -169.00

Combine like terms: 169.00 + -169.00 = 0.00
0.00 + -1.50m = 34.00 + -169.00
-1.50m = 34.00 + -169.00

Combine like terms: 34.00 + -169.00 = -135
-1.50m = -135

Divide each side by '-1.50'.
m = 90

Simplifying
m = 90

See similar equations:

| 3(X-2)=-3+36 | | 0=-20x^2+100x+180 | | 4x-u=1 | | -6+12=84 | | r^5-r^3+r^2-1=0 | | 2+6y=9 | | 9/10X-1/2=7 | | Cx+4x=13 | | -6(10+p)=-60 | | 7(x+5)+3(x+5)=6x-6 | | 10(x-12)=10 | | 169.00=34.00+1.50 | | -7x+7(-2x+4)=154 | | 3m^2=16-21 | | 7x+2+74+69=180 | | 9(9+x)=-18 | | ln(.2)-ln(1)= | | 4m=8+2m | | d+7d=80 | | 8-b=-8 | | 0.33=x/(6-x)^2 | | 3b-2/6=b-4/18 | | 2(7-6x)=9x+13 | | 4t+6=-18 | | 4x+cx=13 | | 2x+8+90+60=180 | | 3b-2=b-4 | | -n+3=-7 | | -7(7b+3)-5b=141 | | 3x=58.35 | | -4(x+3)+36=6+2x | | 20x+70+70=180 |

Equations solver categories