R=(x+Ax)+(x+xc+b+bc)

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Solution for R=(x+Ax)+(x+xc+b+bc) equation: 


Simplifying
R = (x + Ax) + (x + xc + b + bc)

Remove parenthesis around (x + xA)
R = x + xA + (x + xc + b + bc)

Reorder the terms:
R = x + xA + (b + bc + cx + x)

Remove parenthesis around (b + bc + cx + x)
R = x + xA + b + bc + cx + x

Reorder the terms:
R = b + bc + cx + x + x + xA

Combine like terms: x + x = 2x
R = b + bc + cx + 2x + xA

Solving
R = b + bc + cx + 2x + xA

Solving for variable 'R'.

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

Simplifying
R = b + bc + cx + 2x + xA

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