Differentiate f(x) and set f'(x)=0.
The roots of f'(x) are 0 of multiplicity 2 and a complex conjugate pair.
This function has a point of inflection with an horizontal tangent at x=0 and no other critical points.
Differentiate f(x) and set f'(x)=0.
The roots of f'(x) are 0 of multiplicity 2 and a complex conjugate pair.
This function has a point of inflection with an horizontal tangent at x=0 and no other critical points.
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