Compute $f _ { x }$ for $f ( x , y ) = e ^ { 2 x y }$ .
A) $2 y e ^ { 2 x y }$
B) $2 x e ^ { 2 xy }$
C) $2 e ^ { 2 x y }$
D) $2 x y e ^ { 2 x y }$

Name: Compute $f _ { x }$ for $f ( x , y ) = e ^ { 2 x y }$ . A) $2 y e ^ { 2 x y }$ B) $2 x e ^ { 2 xy }$ C) $2 e ^ { 2 x y }$ D) $2 x y e ^ { 2 x y }$
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Question

Quizplus · Accepted Answer

The partial derivative of $f(x, y) = e^{2xy}$ with respect to $x$ is found by treating $y$ as a constant and differentiating $e^{2xy}$ with respect to $x$, which gives $2ye^{2xy}$.

Compute fxf _ { x }fx​ For f(x,y)=e2xyf ( x , y ) = e ^ { 2 x y }f(x,y)=e2xy

Compute $f _ { x }$ For $f ( x , y ) = e ^ { 2 x y }$