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To determine \( t(d) \), the inverse function, we need the original relationship between \( t \) and \( d \). Could you share the original equation or any details on how \( t \) relates to \( d \)?

Find the inverse function by expressing the time spent moving, t, in terms of the distance moved, d. Use *, an asterisk, for any multiplication, and /, a slash, for any division.

Learn how to find the inverse function t(d), expressing time in terms of distance. This algebra problem explains the process of inverse function calculation, covering key concepts such as function swapping and algebraic solving. Suitable for high school students in Grades 9-12.

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