A(W-B)=B(W+A)FORW

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Solution for A(W-B)=B(W+A)FORW equation: 


Simplifying
A(W + -1B) = B(W + A) * FORW

Reorder the terms:
A(-1B + W) = B(W + A) * FORW
(-1B * A + W * A) = B(W + A) * FORW
(-1AB + AW) = B(W + A) * FORW

Reorder the terms:
-1AB + AW = B(A + W) * FORW

Reorder the terms for easier multiplication:
-1AB + AW = B * FORW(A + W)

Multiply B * FORW
-1AB + AW = BFORW(A + W)
-1AB + AW = (A * BFORW + W * BFORW)
-1AB + AW = (ABFORW + BFORW2)

Solving
-1AB + AW = ABFORW + BFORW2

Solving for variable 'A'.

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

Add '-1ABFORW' to each side of the equation.
-1AB + -1ABFORW + AW = ABFORW + -1ABFORW + BFORW2

Combine like terms: ABFORW + -1ABFORW = 0
-1AB + -1ABFORW + AW = 0 + BFORW2
-1AB + -1ABFORW + AW = BFORW2

Combine like terms: BFORW2 + -1BFORW2 = 0
-1AB + -1ABFORW + AW + -1BFORW2 = 0

The solution to this equation could not be determined.

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