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Solve for vv in terms of tt, uu, and ww. \newlinet=v+w+ut = v + w + u \newlinev=v = ______

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Q. Solve for vv in terms of tt, uu, and ww. \newlinet=v+w+ut = v + w + u \newlinev=v = ______
  1. Combine like terms: t=v+w+ut = v + w + u\newlineSubtract ww and uu from both sides to isolate vv.\newlinet−w−u=v+w+u−w−ut - w - u = v + w + u - w - u
  2. Isolate variable v: Simplify the equation. t−w−u=vt - w - u = v

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