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Solve for xx in terms of vv, ww, yy, and zz. \newlinezv=−xywzv = -xyw \newlinex=x = ______

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Q. Solve for xx in terms of vv, ww, yy, and zz. \newlinezv=−xywzv = -xyw \newlinex=x = ______
  1. Identify Operation: We have the equation: \newlinezv=−xywzv = -xyw\newlineWhich operation should be used to isolate xx?\newlineIn zv=−xywzv = -xyw, xx is multiplied by −yw-yw.\newlineWe should use division to isolate xx.
  2. Use Division: Divide both sides by −yw-yw to solve for xx.zv−yw=−xyw−yw\frac{zv}{-yw} = \frac{-xyw}{-yw}
  3. Divide and Simplify: Simplify both sides of the equation. x=zv−ywx = \frac{zv}{-yw}

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