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Simplifying Abc(a + -1b + c) = 0 (a * bcA + -1b * bcA + c * bcA) = 0 Reorder the terms: (abcA + bc2A + -1b2cA) = 0 (abcA + bc2A + -1b2cA) = 0 Solving abcA + bc2A + -1b2cA = 0 Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add '-1bc2A' to each side of the equation. abcA + bc2A + -1bc2A + -1b2cA = 0 + -1bc2A Combine like terms: bc2A + -1bc2A = 0 abcA + 0 + -1b2cA = 0 + -1bc2A abcA + -1b2cA = 0 + -1bc2A Remove the zero: abcA + -1b2cA = -1bc2A Add 'b2cA' to each side of the equation. abcA + -1b2cA + b2cA = -1bc2A + b2cA Combine like terms: -1b2cA + b2cA = 0 abcA + 0 = -1bc2A + b2cA abcA = -1bc2A + b2cA Divide each side by 'bcA'. a = -1c + b Simplifying a = -1c + b Reorder the terms: a = b + -1c
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