3.1. Motion of a particle at time t is given by x = 2t² - 3t y = 2t - t³ and z = 2t³ + 1 Find the components of accelera
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3.1. Motion of a particle at time t is given by x = 2t² - 3t y = 2t - t³ and z = 2t³ + 1 Find the components of accelera
3.1. Motion of a particle at time t is given by x = 2t² - 3t y = 2t - t³ and z = 2t³ + 1 Find the components of acceleration in the direction of the vector i-2j+2k when t=-2 [11 marks] 3.2. a) Find the direction from the point (1,1,-1) which gives the greatest rate of change of the function = x³y² + 2yz² + x²z [5 marks] b) A vector field A(x, y, z) is given by A = x²zi + 2yz²j + x³y² k. Find Curl A at the point (1,1,2) [9 marks]