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Consider a twice differentiable function f , with f'(c) = 0 . Is the foll...
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Consider a twice differentiable function f, with
f'(c) = 0.
Is the following statement true or false?
If f''(c) > 0 then
f' is increasing and the function graph is concave up, and if
f''(c) < 0 then
f' is decreasing and the function graph is concave down.
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