3.) For each of the following functions, find of and (i) (2 pts) f(x, y) = x³ +y³ - 3x²y² xy x² + y² (iii) (2 pts) f(x, y) =

Question

3.) For each of the following functions, find of and
(i) (2 pts) f(x, y) = x³ +y³ - 3x²y²
xy
x² + y²
(iii) (2 pts) f(x, y) = x²e³y
(ii) (2 pts) f(x, y) =
=
Simplify the final answer completely.
(iv) (2 pts) f(x, y) = arctan
(²).
Simplify the final answer com-
pletely. No complex fractions and no negative powers in the final an-
swer.

Kunduz · Accepted Answer

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