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Simplifying o = (2x + 3y)(x + -1y) Multiply (2x + 3y) * (x + -1y) o = (2x * (x + -1y) + 3y * (x + -1y)) o = ((x * 2x + -1y * 2x) + 3y * (x + -1y)) Reorder the terms: o = ((-2xy + 2x2) + 3y * (x + -1y)) o = ((-2xy + 2x2) + 3y * (x + -1y)) o = (-2xy + 2x2 + (x * 3y + -1y * 3y)) o = (-2xy + 2x2 + (3xy + -3y2)) Reorder the terms: o = (-2xy + 3xy + 2x2 + -3y2) Combine like terms: -2xy + 3xy = 1xy o = (1xy + 2x2 + -3y2) Solving o = 1xy + 2x2 + -3y2 Solving for variable 'o'. Move all terms containing o to the left, all other terms to the right. Simplifying o = 1xy + 2x2 + -3y2
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