m+(-797)=-388

Simple and best practice solution for m+(-797)=-388 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 m+(-797)=-388 equation:


Simplifying
m + (-797) = -388
m + -797 = -388

Reorder the terms:
-797 + m = -388

Solving
-797 + m = -388

Solving for variable 'm'.

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

Add '797' to each side of the equation.
-797 + 797 + m = -388 + 797

Combine like terms: -797 + 797 = 0
0 + m = -388 + 797
m = -388 + 797

Combine like terms: -388 + 797 = 409
m = 409

Simplifying
m = 409

See similar equations:

| 6y+6x=500 | | -13u=-156 | | 12=2d+3.5 | | 5e-3f= | | q-(-231)=384 | | (x^2)y+dy=(2x^2)dx | | (x^2)y+dy=2(x^2)dx | | 23=-16t^2+227t+0 | | 1/5x-0,3=3x-0,2.(8-0,5x) | | (2x-5)/12=-x/4-5/3 | | 7-3x=3x^2-10x+4 | | 3.8x-7.48=8.1 | | (-a^4)(8a)= | | v-69=-9 | | -sin*2x=0 | | 64-y=44 | | (x+6)*x+9=2 | | 5-(x+2)=-5x+3 | | 3(3x-5)-3=3(x-4)+42 | | FH(x)=30 | | 2cosx+1=cosx | | 4(2x-3)-4=4(x-2+12) | | 3x^2+350x-100000=0 | | Tanx-10cotx-3=0 | | -9y-9=4y+69 | | 6y-3=15y+60 | | 8(6x-2)=50 | | 15x-8=12x-20 | | 5(6y-3)-(3y+5)= | | 2/9×3/6 | | Tan(58)=x/1100 | | 8x+7=6+49 |

Equations solver categories