A particle moves along the x-axis with an initial velocity vx 50 ft/sec at the origin when t= 0. For the first 4 seconds it has no acceleration, and thereafte it is acted on by a retarding force which gives it a constant acceleration ax = -10 ft/sec2. Calculate the velocity and the x-coordinate of the particle for the conditions of t 8 sec and t= 12 sec and find the maximum positive x- coordinate reached by the particle

Structural Analysis
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ISBN:9781337630931
Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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A particle moves along the x-axis with an initial velocity vx = 50 ft/sec at the
origin when t = 0. For the first 4 seconds it has no acceleration, and thereafter
it is acted on by a retarding force which gives it a constant acceleration ax =
-10 ft/sec2. Calculate the velocity and the x-coordinate of the particle for the
conditions of t 8 sec and t = 12 sec and find the maximum positive x-
coordinate reached by the particle
Transcribed Image Text:A particle moves along the x-axis with an initial velocity vx = 50 ft/sec at the origin when t = 0. For the first 4 seconds it has no acceleration, and thereafter it is acted on by a retarding force which gives it a constant acceleration ax = -10 ft/sec2. Calculate the velocity and the x-coordinate of the particle for the conditions of t 8 sec and t = 12 sec and find the maximum positive x- coordinate reached by the particle
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