Two particles A and B start from rest at the origin s 0 and move along a straight line such that a A (at b) and a B (ct 2 d), where t is in seconds Determine the distance between them at t and the total distance each has traveled in time t Given a 6 ft 3 b 3 ft c 12 d 8 ft t 4 s

Question: Two particles A and B start from rest at the origin s = 0 and move along a straight line such that a A =

Two particles A and B start from rest at the origin s = 0 and move along a straight line such that a_A = (at − b) and a_B = (ct₂ − d), where t is in seconds. Determine the distance between them at t and the total distance each has traveled in time t. Given: a=6 ft - 3 b = 3 ft c = 12 d

a=6 ft - 3 b = 3 ft c = 12 d = 8 ft t = 4 s

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