At time t=0 a particle at rest is at a position described by: 7= (10m)i +(4.0m)j The particle experiences a constant acceleration given by a = (-6.0 m/s2)i + (4.0m/s2) (A) Make two graphs showing (1) position and (2) acceleration vectors for this initial condition in 2-dimensions. (B) Using the information above and your graphs, find velocity and position vectors as a function of time t in 2-dimensions.
At time t=0 a particle at rest is at a position described by: 7= (10m)i +(4.0m)j The particle experiences a constant acceleration given by a = (-6.0 m/s2)i + (4.0m/s2) (A) Make two graphs showing (1) position and (2) acceleration vectors for this initial condition in 2-dimensions. (B) Using the information above and your graphs, find velocity and position vectors as a function of time t in 2-dimensions.
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Transcribed Image Text:At time t=0 a particle at rest is at a position described by:
= (10m)i +(4.0m)j
The particle experiences a constant acceleration given by
a= (-6.0 m/s2)i + (4.0m/s2)j
(A) Make two graphs showing (1) position and (2) acceleration vectors for this initial condition
in 2-dimensions.
(B) Using the information above and your graphs, find velocity and position vectors as a function
of time t in 2-dimensions.
Transcribed Image Text:(C) At a later time t = 5 seconds the particle has a new position and new velocity. Find the
particle's position and its velocity at t = 5 seconds.
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