A particle follows a rectilinear trajectory for 4 seconds, moving from its beginning point (Sa = 8 meters to the left of the origin) to a position (Sb = 9.84252 feet to the right of the origin). After 5 seconds, the particle has moved from (Sb) to (Sc = 6 m to the left of the origin). Calculate the particle's average velocity throughout the course of 9 seconds. *

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
5th Edition
ISBN:9781305084766
Author:Saeed Moaveni
Publisher:Saeed Moaveni
Chapter8: Time And Time-related Variables In Engineering
Section: Chapter Questions
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2. A particle follows a rectilinear trajectory for 4 seconds, moving from its beginning point (Sa = 8 meters to the left of the origin) to a position (Sb = 9.84252 feet to the right of the origin). After 5 seconds, the particle has moved from (Sb) to (Sc = 6 m to the left of the origin). Calculate the particle's average velocity throughout the course of 9 seconds.

A particle follows a rectilinear trajectory for 4 seconds, moving from its
beginning point (Sa = 8 meters to the left of the origin) to a position (Sb =
9.84252 feet to the right of the origin). After 5 seconds, the particle has
moved from (Sb) to (Sc = 6 m to the left of the origin). Calculate the
particle's average velocity throughout the course of 9 seconds. *
Transcribed Image Text:A particle follows a rectilinear trajectory for 4 seconds, moving from its beginning point (Sa = 8 meters to the left of the origin) to a position (Sb = 9.84252 feet to the right of the origin). After 5 seconds, the particle has moved from (Sb) to (Sc = 6 m to the left of the origin). Calculate the particle's average velocity throughout the course of 9 seconds. *
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