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The correct answer is RELATIVE MINIMUM.
We first know there is a horizontal tangent line at x=a and we also know f is concave up. Those two facts together guarantee a rel min! SECOND DERIVATIVE TEST 🙂
If f’(a)=0 and f”(a)>0, then what must b true about the point x=a with respect to the graph of f(x)?
Hint: sketch a picture
#APCalculus#AdvancedPlacement