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Assume the position 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 position in miles from the only outhouse on the trail. The trail travels east-west. Below you will estimate when the displacement of the hiker is positive, negative or zero relative to the hiker's position at time t=0 hours using the position function. If the time is an interval give the interval in the form (a, b); if there are multiple intervals then separate the intervals with a comma (a, b), (c, d); and, if the times are a

Assume the position 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 position in miles from the only outhouse on the trail. The trail travels east-west. Below you will estimate when the displacement of the hiker is positive, negative or zero relative to the hiker's position at time t=0 hours using the position function. If the time is an interval give the interval in the form (a, b); if there are multiple intervals then separate the intervals with a comma (a, b), (c, d); and, if the times are a

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Below you will estimate when the displacement of the hiker is positive, negative or zero relative to the hiker's position at time t=0 hours using the position function. If the time is an interval give the interval in the form (a, b); if there are multiple intervals then separate the intervals with a comma (a, b), (c, d); and, if the times are a series of single values give the values as a, b, c... List from the smallest to the largest values. For the time interval (0, 10), state the times when the displacement of the hiker is positive. State the times when the displacement of the hiker is negative. State the times when the displacement of the hiker is zero.
Transcribed Image Text:Below you will estimate when the displacement of the hiker is positive, negative or zero relative to the hiker's position at time t=0 hours using the position function. If the time is an interval give the interval in the form (a, b); if there are multiple intervals then separate the intervals with a comma (a, b), (c, d); and, if the times are a series of single values give the values as a, b, c... List from the smallest to the largest values. For the time interval (0, 10), state the times when the displacement of the hiker is positive. State the times when the displacement of the hiker is negative. State the times when the displacement of the hiker is zero.
4 3 2 -0.5 0.5 1.5 2 25 3 3.5 4.5 5 5.5 6. 6.5 75 8 8.5 9.5 10 -1- -2 -3 -5- Assume the position 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 position in miles from the only outhouse on the trail. The trail travels east-west. Below you will estimate when the displacement of the hiker is positive, negative or zero relative to the hiker's position at time t=0 hours using the position function. If the time is an interval give the interval in the form (a, b); if there are multiple intervals then separate the intervals with a comma (a, b), (c, d); and, if the times are a series of single values give the vvalues as a. b c. List from the smallest to the largest
Transcribed Image Text:4 3 2 -0.5 0.5 1.5 2 25 3 3.5 4.5 5 5.5 6. 6.5 75 8 8.5 9.5 10 -1- -2 -3 -5- Assume the position 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 position in miles from the only outhouse on the trail. The trail travels east-west. Below you will estimate when the displacement of the hiker is positive, negative or zero relative to the hiker's position at time t=0 hours using the position function. If the time is an interval give the interval in the form (a, b); if there are multiple intervals then separate the intervals with a comma (a, b), (c, d); and, if the times are a series of single values give the vvalues as a. b c. List from the smallest to the largest
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