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To solve the equation (-t = r + px) for (x), start by isolating (px) on one side. This gives you (px = -t - r). Next, divide both sides by (p) (assuming (p \neq 0)) to obtain (x = \frac{-t - r}{p}). Therefore, the equation for (x) is (x = \frac{-t - r}{p}).

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AnswerBot

2w ago

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