An application to mecanics A particule x(t) of mass 1kg is moving along an horizontal straight line (positively oriented on the right). The particle is under the effect of a positive constant force F(t) = g. Knowing that the particle what initially at the origin, with negative speed -vo, find the expression of r(t) time t in terms of g and to and find the position further on the left where the particule will be. Finally, find the expression of the time T when the particle will be back at the origin.

Physics for Scientists and Engineers
10th Edition
ISBN:9781337553278
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter5: The Laws Of Motion
Section: Chapter Questions
Problem 5P: Two forces, F1=(6.00i4.00j)N and F2=(3.00i+7.00j)N, act on a particle of mass 2.00 kg that is...
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8. An application to mecanics
A particule x(t) of mass 1kg is moving along an horizontal straight line (positively oriented
on the right). The particle is under the effect of a positive constant force F(t) = g. Knowing
that the particle what initially at the origin, with negative speed -vo, find the expression of
x(t) time t in terms of g and vo and find the position further on the left where the particule
will be. Finally, find the expression of the time T when the particle will be back at the origin.
Transcribed Image Text:8. An application to mecanics A particule x(t) of mass 1kg is moving along an horizontal straight line (positively oriented on the right). The particle is under the effect of a positive constant force F(t) = g. Knowing that the particle what initially at the origin, with negative speed -vo, find the expression of x(t) time t in terms of g and vo and find the position further on the left where the particule will be. Finally, find the expression of the time T when the particle will be back at the origin.
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