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13 Nov 2019
ds dt 1- Find the X1 4 cos t, x2 2sin (2t); Y1 2 sin t, y2 3 cos (2t) a) when t b) When t e/2 2- Find the critical point of the following functions. Use the second derivative test to determine (if possible) whether each critical point corresponds to a local maximum, local minimum, or saddle point 3-Find the distance between the points and the plane. (2, 8, 4) and 2x+y+z = 5 3- Find the plane which contains the lines given by y-1 z-2
ds dt 1- Find the X1 4 cos t, x2 2sin (2t); Y1 2 sin t, y2 3 cos (2t) a) when t b) When t e/2 2- Find the critical point of the following functions. Use the second derivative test to determine (if possible) whether each critical point corresponds to a local maximum, local minimum, or saddle point 3-Find the distance between the points and the plane. (2, 8, 4) and 2x+y+z = 5 3- Find the plane which contains the lines given by y-1 z-2
Jarrod RobelLv2
29 Sep 2019