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# NEED HELP BADLY!Provide a graph of a function, ∞∞Criteria A) limx→−∞limh→0hf−6+h)−f(−6)

y = f(x), defined on (- , ), that satisfies all of the following criteria:

f(x) does not exist

Criteria B) $ ( =0$

Criteria C) $lim_{x→−4}f(x)$ exists and $lim_{x→−4}f(x)$ ≠ $f(−4)$

Criteria D) x = 0 is a local minimum

Criteria E) $f_{′′}(x)$ = 2 for x in (-2,2)

Criteria F) $∫_{4}f(x)dx<0$

Thank you!

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