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PAGE: 274SET: ExercisesPROBLEM: 43
Please look in your text book for this problem Statement

The function changes its sign from negative to positive, then antiderivative of has a local minimum.

The function changes its sign from positive to negative, then antiderivative of has a local maximum.

Observe the graph .

The function changes from negative to positive, then the antiderivative of has a local minimum.

The graph has a local minimum.

Therefore the antiderivative of is graph . 

The antiderivative of is graph .



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