Complete the following steps in order to find the relative extrema and saddle points for the function g(x,y)=−3x^2−2y^2+3x−4y+3. Step 1 : Find the partial derivatives: g x ___
​g y ___
​
Step 2: Find the critical point(s): ___
Step 3: Find the second-order partial derivatives: g xx=___g yy=___gxy=___
​
Step 4: Find the Hessian matrix: d= ___
Classify the critical point: a.Relative Maximum b.Relative Minimum c.Saddle Point