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Solve for tt in terms of uu, vv, and ww. \newlinev=−wutv = -wut \newlinet=t = ______

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Full solution

Q. Solve for tt in terms of uu, vv, and ww. \newlinev=−wutv = -wut \newlinet=t = ______
  1. Identify Operation: Identify the operation which should be used to isolate tt. Since vv is equal to the product of −w-w, uu, and tt, division should be used to isolate tt.
  2. Write in Terms: Write tt in terms of uu, vv, and ww.\newlinev=−wutv = -wut\newlineTo isolate tt, divide both sides of the equation by −wu-wu.\newlinet=v(−wu)t = \frac{v}{(-wu)}
  3. Check for Errors: Check for any mathematical errors in the previous steps.\newlineNo errors were made in isolating tt and dividing both sides of the equation by −wu-wu.

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