To solve for \( S \) in the equation \( Q = RS - T \), we can follow these steps using the addition and division properties of equality:
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Add \( T \) to both sides to isolate the term containing \( S \):
\[ Q + T = RS \]
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Divide both sides by \( R \) to solve for \( S \):
\[ S = \frac{Q + T}{R} \]
So, the correct rearrangement of the equation for the quantity of interest \( S \) is:
B) \( S = \frac{Q + T}{R} \).