Question 10 (15 marks) A particle moves in a straight line with position, s(r). given by s(t)=1-4√7 metres, 120 seconds. (a) Find the velocity and acceleration functions for the particle, and draw their sign diagrams. [5 marks] (b) Find the position, velocity, and acceleration of the particle at =4 seconds. Hence describe the motion of the particle at this time. (c) Find the times and positions when the particle reverses direction. [3 marks] [2 marks]
(d) Draw a motion diagram for the particle. (e) Determine the total distance travelled by the particle in the first 16 seconds. [2 marks] [3 marks]
Question 10 (15 marks) A particle moves in a straight line with position, s(r). given by s(t)=1-4√7 metres, 120 seconds.
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Question 10 (15 marks) A particle moves in a straight line with position, s(r). given by s(t)=1-4√7 metres, 120 seconds.
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