Use the Chain Rule to calculate the partial derivatives g(x,y) = cos(x^2+y^2), x = 4u+3v, y = 2u +4v
dg/du =
dg/dv =
Express your answer in terms of the independent variables u,v

Use the Chain Rule to calculate the partial derivatives $g (x, y) = cos (x^{2} + y^{2}), x = 4 u + 3 v, y = 2 u + 4 v$ $\frac{? g}{? u} = \frac{? g}{? v} =$ Express your answer in terms of the independent variables $u, v$

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Use the Chain Rule to calculate the partial derivatives g(x,y) = cos(x^2+y^2), x = 4u+3v, y = 2u +4v

dg/du =

dg/dv =

Express your answer in terms of the independent variables u,v

Use the Chain Rule to calculate the partial derivatives

g (x, y) = cos (x^{2} + y^{2}), x = 4 u + 3 v, y = 2 u + 4 v

\frac{? g}{? u} = \frac{? g}{? v} =

Express your answer in terms of the independent variables

u, v

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