G=(x+y)(ax+bxy)

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Solution for G=(x+y)(ax+bxy) equation: 


Simplifying
G = (x + y)(ax + bxy)

Multiply (x + y) * (ax + bxy)
G = (x(ax + bxy) + y(ax + bxy))
G = ((ax * x + bxy * x) + y(ax + bxy))
G = ((ax2 + bx2y) + y(ax + bxy))
G = (ax2 + bx2y + (ax * y + bxy * y))
G = (ax2 + bx2y + (axy + bxy2))

Reorder the terms:
G = (axy + ax2 + bxy2 + bx2y)
G = (axy + ax2 + bxy2 + bx2y)

Solving
G = axy + ax2 + bxy2 + bx2y

Solving for variable 'G'.

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

Simplifying
G = axy + ax2 + bxy2 + bx2y

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