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3u+2v=w−73u + 2v = w - 73u+2v=w−7
The given equation relates the variables uuu, vvv, and www. Which equation correctly expresses vvv in terms of uuu and www?
v=2(w−7)−3uv = 2(w - 7) - 3uv=2(w−7)−3u
v=w−7−3u2v = \dfrac{w - 7 - 3u}{2}v=2w−7−3u
v=3u+w−72v = \dfrac{3u + w - 7}{2}v=23u+w−7
v=7+3u−w2v = \dfrac{7 + 3u - w}{2}v=27+3u−w
