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Solve for ww in terms of uu and vv. \newlineu=v+wu = v + w \newlinew=w = ______

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Full solution

Q. Solve for ww in terms of uu and vv. \newlineu=v+wu = v + w \newlinew=w = ______
  1. Subtract vv: We have the equation u=v+wu = v + w. To solve for ww, we need to get ww by itself on one side of the equation.\newlineSubtract vv from both sides.\newlineu−v=v+w−vu - v = v + w - v
  2. Simplify the equation: Now simplify the equation. u−v=wu - v = w

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