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Solve for uu in terms of vv, ww, and xx.\newlinew=v+u−xw = v + u - x\newlineu=______u = \_\_\_\_\_\_

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Q. Solve for uu in terms of vv, ww, and xx.\newlinew=v+u−xw = v + u - x\newlineu=______u = \_\_\_\_\_\_
  1. Identify Operation: Identify the operation which should be used to isolate uu. Since uu is added to vv and subtracted by xx in the equation w=v+u−xw = v + u - x, we should subtract vv from both sides and then add xx to both sides to isolate uu.
  2. Subtract vv: Subtract vv from both sides of the equation.\newlinew=v+u−xw = v + u - x\newlinew−v=v+u−x−vw - v = v + u - x - v\newlinew−v=u−xw - v = u - x
  3. Add xx: Add xx to both sides of the equation to isolate uu.\newlinew−v+x=u−x+xw - v + x = u - x + x\newlinew−v+x=uw - v + x = u

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