Optimization: Extreme points
Stationary points: Step 1/3
In this exercise we determine the stationary points of the bivariate function \[f(x,y)=-5\cdot y\cdot x^2+y^2\cdot x-y\cdot x+1\] as well as the values takes at these points. We do so in three steps.
First, calculate the partial derivatives of this function.
First, calculate the partial derivatives of this function.
| \(f_x(x,y)={}\) |
| \(f_y(x,y)={}\) |
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