he coordinate axes of the reference frame Sremain parallel to those of S, as Smoves away from S at a constant velocity vS,S = (4.0 ˆi+ 3.0 ˆj + 5.0 ˆk) m/s. (a) If at time t = 0 the origins coincide, what is the position of the origin Oin the S frame as a function of time? (b) How is particle position for r(t) and r(t), as measured in S and S, respectively, related? (c) What is the relationship between particle velocities v(t) and v(t)? (d) How are accelerations a(t) and a(t) related?
he coordinate axes of the reference frame Sremain parallel to those of S, as Smoves away from S at a constant velocity vS,S = (4.0 ˆi+ 3.0 ˆj + 5.0 ˆk) m/s. (a) If at time t = 0 the origins coincide, what is the position of the origin Oin the S frame as a function of time? (b) How is particle position for r(t) and r(t), as measured in S and S, respectively, related? (c) What is the relationship between particle velocities v(t) and v(t)? (d) How are accelerations a(t) and a(t) related?
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The coordinate axes of the reference frame Sremain parallel to those of S, as Smoves away from S at a constant velocity vS,S = (4.0 ˆi+ 3.0 ˆj + 5.0 ˆk) m/s. (a) If at time t = 0 the origins coincide, what is the position of the origin Oin the S frame as a function of time? (b) How is particle position for r(t) and r(t), as measured in S and S, respectively, related? (c) What is the relationship between particle velocities v(t) and v(t)? (d) How are accelerations a(t) and a(t) related?
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