If r is the instantaneous position vector for a particle, show that the velocity and acceleration...

 

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If r is the instantaneous position vector for a particle, show that the velocity and acceleration of the particle are given by (use Eq. A.7-2): d V= r = 8,7 +8,10 +8 dt a = 8,( r) + (r + 2) + 8 - in cylindrical coordinates. The dots indicate time derivatives of the coordinates. (A.7-25) (A.7-26) If r is the instantaneous position vector for a particle, show that the velocity and acceleration of the particle are given by (use Eq. A.7-2): d V= r = 8,7 +8,10 +8 dt a = 8,( r) + (r + 2) + 8 - in cylindrical coordinates. The dots indicate time derivatives of the coordinates. (A.7-25) (A.7-26)

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Youre asked to show that the expressions given for velocity v and acceleration a of a particle are correct when the instantaneous position vector r in ... View the full answer