The solution to the / r on "Functions of several variables

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Uploaded: 06.09.2014
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Composition k / p:
1. Locate and build the domain of the function.
2. Find all the first and second partial derivatives of the function.
3. Calculate the derivative at the point on the x and y.
4. Use the total differential find the approximate value of the function at the point.
5. Examine the function of a local extreme.
6. Find the gradient vector of the function at point A and the derivative of the function in this direction.
7. Create the equation of the tangent plane and normal to the surface at a point.

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