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Solve for ss in terms of tt, uu, and vv.\newlineu=s−t−vu = s - t - v\newlines=s = ______

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Q. Solve for ss in terms of tt, uu, and vv.\newlineu=s−t−vu = s - t - v\newlines=s = ______
  1. Isolate s: We gotta isolate s on one side of the equation.\newlineSo we take u=s−t−vu = s - t - v and add tt and vv to both sides to get ss alone.\newlineu+t+v=s−t−v+t+vu + t + v = s - t - v + t + v
  2. Simplify right side: Now we just simplify the right side by canceling out the −t-t with +t+t and −v-v with +v+v.u+t+v=su + t + v = s
  3. Fix previous step: Oops, we forgot to add tt and vv on the left side in the previous step, let's fix that.u+t+v=s+t−t+v−vu + t + v = s + t - t + v - v

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