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Question
Find the area of the surface.The part of the surface $ z = 4 - 2x^2 + y $ that lies above the triangle with vertices $ (0, 0) $, $ (1, 0) $, and $ (1, 1) $
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The partial derivative with respect to $x$ is $-4x$ and the partial derivative with respect to $y$ is $1$. Show more…
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Find the area of the surface. $$\begin{array}{l}{\text { The part of the surface } z=1+3 x+2 y^{2} \text { that lies above the }} \\ {\text { triangle with vertices }(0,0),(0,1), \text { and }(2,1)}\end{array}$$
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