(545+682)+766=545+[(b+0)+766]

Simple and best practice solution for (545+682)+766=545+[(b+0)+766] 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 (545+682)+766=545+[(b+0)+766] equation:


Simplifying
(545 + 682) + 766 = 545 + [(b + 0) + 766]

Combine like terms: 545 + 682 = 1227
(1227) + 766 = 545 + [(b + 0) + 766]
1227 + 766 = 545 + [(b + 0) + 766]

Combine like terms: 1227 + 766 = 1993
1993 = 545 + [(b + 0) + 766]

Reorder the terms:
1993 = 545 + [(0 + b) + 766]
Remove the zero:
1993 = 545 + [(b) + 766]
1993 = 545 + [b + 766]

Reorder the terms:
1993 = 545 + [766 + b]

Remove brackets around [766 + b]
1993 = 545 + 766 + b

Combine like terms: 545 + 766 = 1311
1993 = 1311 + b

Solving
1993 = 1311 + b

Solving for variable 'b'.

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

Add '-1b' to each side of the equation.
1993 + -1b = 1311 + b + -1b

Combine like terms: b + -1b = 0
1993 + -1b = 1311 + 0
1993 + -1b = 1311

Add '-1993' to each side of the equation.
1993 + -1993 + -1b = 1311 + -1993

Combine like terms: 1993 + -1993 = 0
0 + -1b = 1311 + -1993
-1b = 1311 + -1993

Combine like terms: 1311 + -1993 = -682
-1b = -682

Divide each side by '-1'.
b = 682

Simplifying
b = 682

See similar equations:

| -x-3=6 | | x(x+2)=90 | | 3x+5=7x+45 | | g^2-20g+36=0 | | 5x+200=400 | | 34-5x=4x+21 | | 6p+4/6=4p-8/3 | | x^3(x+1)(x-2)=0 | | f^2+8f+15=0 | | (4-7x)/15+(1-x)/3=4-(2x+1)/5 | | -17=5x-12 | | e^2-12e+27=0 | | 4x^2-8x^3+4x=0 | | 14-9x=204-44x | | (92/7)*(129/14) | | (1/x-1)-(1/x) | | d^2-9d+18=0 | | (N-2)156/n | | 173+597=597+(b+0) | | 1/x-1-1/x | | 5x/x^2-4 | | 20p+17q+p-5q-7p= | | 6x^2+42x=-6 | | 152-6x=21x+20 | | (x^2+x+1)*(3x^3+9x^2)=0 | | 4(2+6x)= | | 12m+6n-5m+7n= | | -14x+21y+7= | | 18+t=32 | | (2x^2-23x+63)/(x-7) | | 5*35+5*7= | | 16t=15(t+2) |

Equations solver categories