Assume the velocity of a person traveling along a straight hiking trail is given by the graph depicted. The input to the function is time in hours, and the output is velocity in miles per hour. The trail travels east-west, and the velocity shown is the eastward velocity. Below you will state when the hiker's acceleration was positive, negative and zero. If the time is an interval give the interval in the form (a, b) or if there are multiple intervals then list the intervals with commas between them like (a, b), (c, d). If the times are a series of single values give the values as a, b, c. List values from smallest to largest. For the time interval (0, 10), state the times when the acceleration of the hiker is positive. State the times when the acceleration of the hiker is negative. State the times when the acceleration of the hiker is zero.

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
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Author:Bruce Crauder, Benny Evans, Alan Noell
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Chapter2: Graphical And Tabular Analysis
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Problem 32E: Terminal Velocity Revisited In one of the early Functions and change pilot courses at Oklahoma State...
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Assume the velocity of a person traveling along a straight hiking trail is given by the
graph depicted. The input to the function is time in hours, and the output is velocity
in miles per hour. The trail travels east-west, and the velocity shown is the eastward
velocity.
Below you will state when the hiker's acceleration was positive, negative and zero. If
the time is an interval give the interval in the form (a, b) or if there are multiple
intervals then list the intervals with commas between them like (a, b), (c, d). If the
times are a series of single values give the values as a, b, . List values from smallest
to largest.
For the time interval (0, 10), state the times when the acceleration of the hiker is
positive.
State the times when the acceleration of the hiker
is negative.
State the times when the acceleration of the hiker is
zero.
Transcribed Image Text:Question 3 15 25 35 45 55 75 65 Assume the velocity of a person traveling along a straight hiking trail is given by the graph depicted. The input to the function is time in hours, and the output is velocity in miles per hour. The trail travels east-west, and the velocity shown is the eastward velocity. Below you will state when the hiker's acceleration was positive, negative and zero. If the time is an interval give the interval in the form (a, b) or if there are multiple intervals then list the intervals with commas between them like (a, b), (c, d). If the times are a series of single values give the values as a, b, . List values from smallest to largest. For the time interval (0, 10), state the times when the acceleration of the hiker is positive. State the times when the acceleration of the hiker is negative. State the times when the acceleration of the hiker is zero.
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