A runner is jogging at a constant speed of 3.3 miles per hour. a. Find the distance d that the runner jogs as a function of the time spent jogging t. Call this function d (t). Use *, an asterisk, for any multiplication and 7, a slash, for any division. d(t) = ab sin (a) b. Find the inverse function by expressing the time spent jogging t in terms of the distance jogged d. Call this function t (d). Use *, an asterisk, for any multiplication and /, a slash, for any division. t(d) =

College Algebra (MindTap Course List)
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ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter3: Functions
Section3.CR: Chapter Review
Problem 89E
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A runner is jogging at a constant speed of 3.3 miles per hour.
a. Find the distance d that the runner jogs as a function of the time spent jogging t. Call this function
d (t). Use *, an asterisk, for any multiplication and /, a slash, for any division.
d (t) :
sin (a)
00
Σ
b. Find the inverse function by expressing the time spent jogging t in terms of the distance jogged
d. Call this function t (d). Use *, an asterisk, for any multiplication and /, a slash, for any division.
t (d) =
ab
sin (a)
8
Transcribed Image Text:A runner is jogging at a constant speed of 3.3 miles per hour. a. Find the distance d that the runner jogs as a function of the time spent jogging t. Call this function d (t). Use *, an asterisk, for any multiplication and /, a slash, for any division. d (t) : sin (a) 00 Σ b. Find the inverse function by expressing the time spent jogging t in terms of the distance jogged d. Call this function t (d). Use *, an asterisk, for any multiplication and /, a slash, for any division. t (d) = ab sin (a) 8
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