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What would the concavity be if f''(x)=0, since it is neither positive nor negative?
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depends on what the sign of f''(x) was before and after f''(x)=0
points where f''(x)=0 are called 'inflection points' for a function like f(x)=x, where f''=0, it is just said that the concavity is zero
Don't you have to test around the interval where f''(x)=0 to determine if it is an inflection point?
well what is the concavity of x = y f'(x) = 1 f''(x) = 0 Therefore there is no concavity because it is a line
Dock is right, Turing is half right....you can't say that it's an inflection point just because concavity is 0. There must be a CHANGE in concavity at that point.
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