Two particles move along the same straight track with position functions and

PHYSICS · Single correct · AP · Physics 1: Algebra-based · Kinematics · Kinematics

Problem

Two particles move along the same straight track with position functions sA(t)s_A(t) and sB(t)s_B(t), measured in meters, where tt is in seconds. To determine the instant at which the particles occupy the same point on the track, which of the following equations must be solved? (a) sA(t)−sB(t)=sA′(t)s_A(t)-s_B(t)=s_A'(t) (b) sA(t)=sB(t)s_A(t)=s_B(t) (c) sA′(t)=sB′(t)s_A'(t)=s_B'(t) (d) sA′(t)=sB(t)s_A'(t)=s_B(t)

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