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13 Nov 2019
Need help with second order derivatives all parts would be greatly appreciated
(c) Suppose that the second-order partial derivatives of f (x, y) at the point (a, b) exist and are continuous. Then the second-degree Taylor polyno- mia! (x, y) of f (x, y) about the point (a, b) is given by Po (z, y) f (a, b) +å·¦(a, b) (x-a) +h (a, b) (y-b) + Tf. (a, b) (x-a)" = y (a, b) (a-a(a, b) (-by Find the second-degree Taylor polynomial P2 (x, y) of f (x, y) at the given point (a, b). Do any two problems only! (i) /(z, y)=ln (1+z?_y); (0,0) (ii) f(x, v)= (0,0) x, y) = 4 tan
Need help with second order derivatives all parts would be greatly appreciated
(c) Suppose that the second-order partial derivatives of f (x, y) at the point (a, b) exist and are continuous. Then the second-degree Taylor polyno- mia! (x, y) of f (x, y) about the point (a, b) is given by Po (z, y) f (a, b) +å·¦(a, b) (x-a) +h (a, b) (y-b) + Tf. (a, b) (x-a)" = y (a, b) (a-a(a, b) (-by Find the second-degree Taylor polynomial P2 (x, y) of f (x, y) at the given point (a, b). Do any two problems only! (i) /(z, y)=ln (1+z?_y); (0,0) (ii) f(x, v)= (0,0) x, y) = 4 tan
Collen VonLv2
8 Mar 2019