b+(1.8b)+(2b-93)+85+(b+36.7)=540

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Solution for b+(1.8b)+(2b-93)+85+(b+36.7)=540 equation: 


Simplifying
b + (1.8b) + (2b + -93) + 85 + (b + 36.7) = 540

Reorder the terms:
b + (1.8b) + (-93 + 2b) + 85 + (b + 36.7) = 540

Remove parenthesis around (-93 + 2b)
b + (1.8b) + -93 + 2b + 85 + (b + 36.7) = 540

Reorder the terms:
b + (1.8b) + -93 + 2b + 85 + (36.7 + b) = 540

Remove parenthesis around (36.7 + b)
b + (1.8b) + -93 + 2b + 85 + 36.7 + b = 540

Reorder the terms:
-93 + 85 + 36.7 + b + (1.8b) + 2b + b = 540

Combine like terms: -93 + 85 = -8
-8 + 36.7 + b + (1.8b) + 2b + b = 540

Combine like terms: -8 + 36.7 = 28.7
28.7 + b + (1.8b) + 2b + b = 540

Combine like terms: b + (1.8b) = 2.8b
28.7 + 2.8b + 2b + b = 540

Combine like terms: 2.8b + 2b = 4.8b
28.7 + 4.8b + b = 540

Combine like terms: 4.8b + b = 5.8b
28.7 + 5.8b = 540

Solving
28.7 + 5.8b = 540

Solving for variable 'b'.

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

Add '-28.7' to each side of the equation.
28.7 + -28.7 + 5.8b = 540 + -28.7

Combine like terms: 28.7 + -28.7 = 0.0
0.0 + 5.8b = 540 + -28.7
5.8b = 540 + -28.7

Combine like terms: 540 + -28.7 = 511.3
5.8b = 511.3

Divide each side by '5.8'.
b = 88.15517241

Simplifying
b = 88.15517241

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