A particle travels in a linear path A-B-C. It start from rest at A and reaches B after 2 s. The particle accelerates with a constant acceleration 5 m/s² from A to B, find its velocity at B. After B, the particle decelerates with a constant deceleration and stop at C. Given that the distance from B to C is 30 m, find the total time taken, and total distance for the particle to travelled from A to C, also, draw the motion profile (i.e., v-t graph) of the particle. (10 m/s, 8 sec, 40 m)

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Chapter1: Units, Trigonometry. And Vectors
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A particle travels in a linear path A-B-C. It start from rest at A and reaches B after 2 s. The
particle accelerates with a constant acceleration 5 m/s² from A to B, find its velocity at
B. After B, the particle decelerates with a constant deceleration and stop at C. Given that the
distance from B to C is 30 m, find the total time taken, and total distance for the particle to
travelled from A to C, also, draw the motion profile (i.e., v-t graph) of the particle.
(10 m/s, 8 sec, 40 m)
Transcribed Image Text:A particle travels in a linear path A-B-C. It start from rest at A and reaches B after 2 s. The particle accelerates with a constant acceleration 5 m/s² from A to B, find its velocity at B. After B, the particle decelerates with a constant deceleration and stop at C. Given that the distance from B to C is 30 m, find the total time taken, and total distance for the particle to travelled from A to C, also, draw the motion profile (i.e., v-t graph) of the particle. (10 m/s, 8 sec, 40 m)
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