Asked by Dynamics Problems
                A particle moving along a straight line is subjected to a deceleration a=-2v^3 m/s2.
If it has a velocity v=8 m/s and a position x=10 m when t=0, determine its velocity and position when t=4s.
I tried to integrate the deceleration equation, but it didn't work.
            
        If it has a velocity v=8 m/s and a position x=10 m when t=0, determine its velocity and position when t=4s.
I tried to integrate the deceleration equation, but it didn't work.
Answers
                    Answered by
            Dynamics Problems
            
    image.slidesharecdn - com
/chapter12-121104193228-phpapp02/95/chapter-12-13-638.jpg?cb=1352079689
    
/chapter12-121104193228-phpapp02/95/chapter-12-13-638.jpg?cb=1352079689
                    Answered by
            NN
            
    And also 
byyaman - com
/ wp-content /uploads /2013 /12 /Dynamics - Hibbeler - 12th - edition - book - pdf
    
byyaman - com
/ wp-content /uploads /2013 /12 /Dynamics - Hibbeler - 12th - edition - book - pdf
                    Answered by
            Anonymous
            
    A particle moving along a straight line is subjected to a deceleration a=(-2v^3) m/s^2, where v is in m/s. If it has a velocity v=8 m/s and a position s=10m when t=0, determine its velocity and position when t=4s
    
                    Answered by
            Arsala
            
    Good answer
    
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