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Solve for ss in terms of pp, qq, rr, and tt. \newlinetr=−psqtr = -psq \newlines=s = ______

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Full solution

Q. Solve for ss in terms of pp, qq, rr, and tt. \newlinetr=−psqtr = -psq \newlines=s = ______
  1. Identify Operation: Identify the operation which should be used to isolate ss. The equation given is tr=−psqtr = -psq. To isolate ss, we need to divide both sides of the equation by the product of −p-p and qq.
  2. Divide by −pq-pq: Divide both sides of the equation by −pq-pq to solve for ss.tr=−psqtr = -psqs=tr(−pq)s = \frac{tr}{(-pq)}

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