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Solve for ss in terms of rr and tt. \newliner=t+sr = t + s \newlines=s = ______

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Full solution

Q. Solve for ss in terms of rr and tt. \newliner=t+sr = t + s \newlines=s = ______
  1. Given Equation: We have: r=t+sr = t + s. To get ss alone, we need to move tt to the other side.
  2. Subtracting tt: Subtract tt from both sides: r−t=t+s−tr - t = t + s - t.
  3. Simplification: This simplifies to: r−t=sr - t = s.
  4. Final Result: So, s=r−ts = r - t. Done!

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