Solution: In Activities 9 through 18 , find the indicated partial derivatives for each of the multivariable functions. k(x, y)=x ln (x+y) (partial k)/(∂
Question: In Activities 9 through 18 , find the indicated partial derivatives for each of the multivariable functions.
\(k(x, y)=x \ln (x+y)\)
- \(\frac{\partial k}{\partial x}\)
- \(\frac{\partial k}{\partial y}\)
- \(\left.\frac{\partial k}{\partial y}\right|_{x=3}\)
- \(\left.\frac{\partial k}{\partial y}\right|_{\{x, y\rangle=(3,2)}\)
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