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Solve for xx in terms of ww, yy, and zz. \newliney=z+w+xy = z + w + x \newlinex=x = ______

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Full solution

Q. Solve for xx in terms of ww, yy, and zz. \newliney=z+w+xy = z + w + x \newlinex=x = ______
  1. Isolate xx by subtracting zz and ww: y=z+w+xy = z + w + x\newlineSubtract zz and ww from both sides to isolate xx.\newliney−z−w=z+w+x−z−wy - z - w = z + w + x - z - w
  2. Simplify the equation: Simplify the equation. y−z−w=xy - z - w = x

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