A particle moves in a straight line. Its velocity, $$\(v \mathrm{~ms}^{-1}\)$$, at time $$\(t\)$$ seconds is given by $$\[ v=\cos t-\sin t \]$$ Find the displacement at the time when the particle first changes direction after passing through $$\(O\)$$.
Exam No:0606_w24_qp_23 Year:2024 Question No:12(b)
Answer:

Knowledge points:
14.14 Apply differentiation and integration to kinematics problems that involve displacement, velocity and acceleration of a particle moving in a straight line with variable or constant acceleration.
Solution:
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