Aspire Faculty ID #16786 · Topic: AMU MCA 2025 · Just now
AMU MCA 2025

Let $f(x,y) = \sqrt{|xy|}$, then the value of $f_x(0,0)$ and $f_y(0,0)$ is:

Solution

At $(0,0)$, function is not differentiable in directions involving $x$ or $y$, hence partial derivatives are zero.

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