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Simplifying Ydx + (X2Y + -1X) * fue = 0 Reorder the terms: dxY + (-1X + X2Y) * fue = 0 Reorder the terms for easier multiplication: dxY + efu(-1X + X2Y) = 0 dxY + (-1X * efu + X2Y * efu) = 0 dxY + (-1efuX + efuX2Y) = 0 Solving dxY + -1efuX + efuX2Y = 0 Solving for variable 'd'. Move all terms containing d to the left, all other terms to the right. Add 'efuX' to each side of the equation. dxY + -1efuX + efuX + efuX2Y = 0 + efuX Combine like terms: -1efuX + efuX = 0 dxY + 0 + efuX2Y = 0 + efuX dxY + efuX2Y = 0 + efuX Remove the zero: dxY + efuX2Y = efuX Add '-1efuX2Y' to each side of the equation. dxY + efuX2Y + -1efuX2Y = efuX + -1efuX2Y Combine like terms: efuX2Y + -1efuX2Y = 0 dxY + 0 = efuX + -1efuX2Y dxY = efuX + -1efuX2Y Divide each side by 'xY'. d = efux-1XY-1 + -1efux-1X2 Simplifying d = efux-1XY-1 + -1efux-1X2
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