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    Second derivative test for functions of 2 variables

    [12x^2-4 0] -2 0 do i need to find the eigenvalues?
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    Second derivative test for functions of 2 variables

    fxx=12x^2-4 fyy=-2 fyx=0 fxy=0 correct?
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    Second derivative test for functions of 2 variables

    i thought of finding the stationary point. square matrix of second-order partial derivatives. fx=4x^3-4x fy=-2y+2 is this correct?
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    Second derivative test for functions of 2 variables

    so i use the 2x2 matrix? do i equate the 4x^3-4x=0 & -2y+2=0? sry as i am new just start learning.
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    Second derivative test for functions of 2 variables

    urgent! second derivative test for functions of 2 variables Homework Statement f(x,y)=x^4 - y^2 - 2x^2 + 2y - 7 Homework Equations classify points (0,1) and (-1,1) as local maximum, local minimum or inclusive The Attempt at a Solution f(x,0)=4x^3 - 0 - 4x + 0 - 0 = 4x^3-4x...
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