(a) The acceleration of a particle moving in space is dt2 = -32k , find the particle %3D position as a function of t, if = 8i + 8j and R = 100k, when t = 0. dt (b) The acceleration of a particle moving in space is d²R = -(i +j+k), find the dt2 particle position as a function of t, if = 0 and R = 10i + 10j + 10k, when t = 0. dt
(a) The acceleration of a particle moving in space is dt2 = -32k , find the particle %3D position as a function of t, if = 8i + 8j and R = 100k, when t = 0. dt (b) The acceleration of a particle moving in space is d²R = -(i +j+k), find the dt2 particle position as a function of t, if = 0 and R = 10i + 10j + 10k, when t = 0. dt
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Transcribed Image Text:Q4:- (a) The acceleration of a particle moving in space is a2
d²R
= -32k , find the particle
dR
position as a function of t, if= 8i + 8j and R = 100k, when t = 0.
dt
Q4:- (b) The acceleration of a particle moving in space is
dt2
d?R
= -(i+j+k) , find the
dR
particle position as a function of t, if= 0 and R = 10i + 10j + 10k, whent = 0.
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