A reference group xyz rotating with respect to another group XYZ having the same origin and it is assumed that it is fixed in a vacuum (that is it is an inertial group) , the angular velocity of xyz group relative to the XYZ group given by w=2t2i the position vector at time t as been observed in xyz group is given by : r=(2t2+t)i-3t2-6t2k calculate : a- apparent velocity b- the actual velocity
A reference group xyz rotating with respect to another group XYZ having the same origin and it is assumed that it is fixed in a vacuum (that is it is an inertial group) , the angular velocity of xyz group relative to the XYZ group given by w=2t2i the position vector at time t as been observed in xyz group is given by : r=(2t2+t)i-3t2-6t2k calculate : a- apparent velocity b- the actual velocity
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A reference group xyz rotating with respect to another group XYZ having the same origin and it is assumed that it is fixed in a vacuum (that is it is an inertial group) ,
the
the position vector at time t as been observed in xyz group is given by :
r=(2t2+t)i-3t2-6t2k
calculate :
a- apparent velocity
b- the actual velocity
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