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Select all statements that are correct. There may be more than one correct answe

ID: 2851136 • Letter: S

Question

Select all statements that are correct. There may be more than one correct answer. The statements may appear in what seems to be a random order If F an antiderivative of f. then F has a local maximum where f changes from positive to negative . If F an antiderivative of f. then F is increasing wheref is positive. If the derivative of F is f, we call f an antiderivative of F. If F an antiderivative of f. then F is concave down where f is decreasing If F an antiderivative of f. we can graph F. If F an antiderivative of f. we can graph F provided we also know the value of F at one point. If the derivative of F is f. we call F an antiderivative of f. If F an antiderivative of f. then F is concave down where f is decreasing. If F an antiderivative of f, then F is increasing where f' is positiveNone of the above

Explanation / Answer

a,c and g are true.

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